scRNAseq_simulation example.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Run scsim simulator"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Until the simulation overview, this code comes from the simulate_example_data.ipynb contained in the GitHub Repository:\n",
    "https://github.com/dylkot/cNMF/tree/master/Extras"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "from sklearn.decomposition import NMF\n",
    "from scipy.stats.stats import pearsonr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "mkdir: ./example_data: File exists\r\n"
     ]
    }
   ],
   "source": [
    "! mkdir ./example_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Simulating cells\n",
      "Simulating gene params\n",
      "Simulating program\n",
      "Simulating DE\n",
      "Simulating cell-gene means\n",
      "   - Getting mean for activity program carrying cells\n",
      "   - Getting mean for non activity program carrying cells\n",
      "   - Normalizing by cell libsize\n",
      "Adjusting means\n",
      "Simulating counts\n",
      "0.380 minutes elapsed for seed 14\n"
     ]
    }
   ],
   "source": [
    "# Simulation with 7 cell types and 3 cell types containing the 1 activity programme (deloc=1.5):\n",
    "! python /Users/RachelJackson/scsim/run_scsim.py --outdir ./example_data --seed 14 --numsims 1 --K 7 --nproggoups 3 --ncells 2500 --doubletfrac 0.0 --deloc 1.5"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Filter out cells or genes with too few counts"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "%matplotlib inline\n",
    "import sys\n",
    "sys.path.append('..')\n",
    "from cnmf import load_df_from_npz, get_highvar_genes \n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from sklearn.decomposition import PCA\n",
    "from sklearn import preprocessing\n",
    "from bhtsne import tsne \n",
    "import palettable \n",
    "import matplotlib.gridspec as gridspec"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Gene1</th>\n",
       "      <th>Gene2</th>\n",
       "      <th>Gene3</th>\n",
       "      <th>Gene4</th>\n",
       "      <th>Gene5</th>\n",
       "      <th>Gene6</th>\n",
       "      <th>Gene7</th>\n",
       "      <th>Gene8</th>\n",
       "      <th>Gene9</th>\n",
       "      <th>Gene10</th>\n",
       "      <th>...</th>\n",
       "      <th>Gene9991</th>\n",
       "      <th>Gene9992</th>\n",
       "      <th>Gene9993</th>\n",
       "      <th>Gene9994</th>\n",
       "      <th>Gene9995</th>\n",
       "      <th>Gene9996</th>\n",
       "      <th>Gene9997</th>\n",
       "      <th>Gene9998</th>\n",
       "      <th>Gene9999</th>\n",
       "      <th>Gene10000</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Cell1</th>\n",
       "      <td>0</td>\n",
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       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cell2</th>\n",
       "      <td>0</td>\n",
       "      <td>3</td>\n",
       "      <td>0</td>\n",
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       "      <td>6</td>\n",
       "      <td>0</td>\n",
       "      <td>5</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cell3</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
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       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cell4</th>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
       "      <td>0</td>\n",
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       "    <tr>\n",
       "      <th>Cell5</th>\n",
       "      <td>0</td>\n",
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       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>5 rows × 10000 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       Gene1  Gene2  Gene3  Gene4  Gene5  Gene6  Gene7  Gene8  Gene9  Gene10  \\\n",
       "Cell1      0      0      0      0      1      0      0      0      0       0   \n",
       "Cell2      0      3      0      0      0      0      0      0      0       0   \n",
       "Cell3      0      0      0      0      0      0      0      0      0       0   \n",
       "Cell4      0      0      0      0      1      0      0      0      0       2   \n",
       "Cell5      0      0      0      0      0      0      0      0      0       0   \n",
       "\n",
       "       ...  Gene9991  Gene9992  Gene9993  Gene9994  Gene9995  Gene9996  \\\n",
       "Cell1  ...         0         0         0         0         0         0   \n",
       "Cell2  ...         0         0         0         0         0         0   \n",
       "Cell3  ...         0         0         1         0         0         0   \n",
       "Cell4  ...         0         0         0         0         0         0   \n",
       "Cell5  ...         0         0         0         0         0         0   \n",
       "\n",
       "       Gene9997  Gene9998  Gene9999  Gene10000  \n",
       "Cell1         0         0         0          0  \n",
       "Cell2         0         6         0          5  \n",
       "Cell3         0         0         0          0  \n",
       "Cell4         0         0         0          0  \n",
       "Cell5         0         0         0          0  \n",
       "\n",
       "[5 rows x 10000 columns]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "counts = load_df_from_npz('./example_data/counts.npz')\n",
    "counts.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "gene_thresh = (counts.shape[0]*.005) # only keep genes detected in 1/200 cells\n",
    "keep_gene_ind = (counts>0).sum(axis=0)>gene_thresh\n",
    "counts = counts.loc[:,keep_gene_ind]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(2500, 7403)"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.shape(counts)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(0.5, 0, 'log10 Counts Per Cell')"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "_ = plt.hist(counts.sum(axis=1).apply(np.log10), bins=100)\n",
    "plt.xlabel('log10 Counts Per Cell')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "counts.to_csv('./example_data/filtered_counts.txt', sep='\\t')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>group</th>\n",
       "      <th>libsize</th>\n",
       "      <th>has_program</th>\n",
       "      <th>program_usage</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Cell1</th>\n",
       "      <td>4</td>\n",
       "      <td>1913.24</td>\n",
       "      <td>False</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cell2</th>\n",
       "      <td>6</td>\n",
       "      <td>5003.53</td>\n",
       "      <td>False</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cell3</th>\n",
       "      <td>7</td>\n",
       "      <td>1231.24</td>\n",
       "      <td>False</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cell4</th>\n",
       "      <td>1</td>\n",
       "      <td>2780.57</td>\n",
       "      <td>False</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cell5</th>\n",
       "      <td>3</td>\n",
       "      <td>943.532</td>\n",
       "      <td>False</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      group  libsize has_program program_usage\n",
       "Cell1     4  1913.24       False             0\n",
       "Cell2     6  5003.53       False             0\n",
       "Cell3     7  1231.24       False             0\n",
       "Cell4     1  2780.57       False             0\n",
       "Cell5     3  943.532       False             0"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cellparams = load_df_from_npz('./example_data/cellparams.npz')\n",
    "cellparams.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "cellparams.to_csv('./example_data/groundtruth_cellparams.txt', sep='\\t')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "4    381\n",
       "3    373\n",
       "5    370\n",
       "7    367\n",
       "2    351\n",
       "1    332\n",
       "6    326\n",
       "Name: group, dtype: int64"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "cellparams['group'].value_counts()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th>has_program</th>\n",
       "      <th>False</th>\n",
       "      <th>True</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>group</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>204</td>\n",
       "      <td>128</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>231</td>\n",
       "      <td>120</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>247</td>\n",
       "      <td>126</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>381</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>370</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>326</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>367</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "has_program  False  True \n",
       "group                    \n",
       "1              204    128\n",
       "2              231    120\n",
       "3              247    126\n",
       "4              381      0\n",
       "5              370      0\n",
       "6              326      0\n",
       "7              367      0"
      ]
     },
     "execution_count": 13,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "pd.crosstab(cellparams['group'], cellparams['has_program'])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>BaseGeneMean</th>\n",
       "      <th>is_outlier</th>\n",
       "      <th>outlier_ratio</th>\n",
       "      <th>gene_mean</th>\n",
       "      <th>prog_gene</th>\n",
       "      <th>prog_genemean</th>\n",
       "      <th>group1_DEratio</th>\n",
       "      <th>group1_genemean</th>\n",
       "      <th>group2_DEratio</th>\n",
       "      <th>group2_genemean</th>\n",
       "      <th>group3_DEratio</th>\n",
       "      <th>group3_genemean</th>\n",
       "      <th>group4_DEratio</th>\n",
       "      <th>group4_genemean</th>\n",
       "      <th>group5_DEratio</th>\n",
       "      <th>group5_genemean</th>\n",
       "      <th>group6_DEratio</th>\n",
       "      <th>group6_genemean</th>\n",
       "      <th>group7_DEratio</th>\n",
       "      <th>group7_genemean</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Gene1</th>\n",
       "      <td>0.0323419</td>\n",
       "      <td>False</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0323419</td>\n",
       "      <td>False</td>\n",
       "      <td>0.0323419</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0323419</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0323419</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0323419</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0323419</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0323419</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0323419</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0323419</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gene2</th>\n",
       "      <td>0.162897</td>\n",
       "      <td>False</td>\n",
       "      <td>1</td>\n",
       "      <td>0.162897</td>\n",
       "      <td>False</td>\n",
       "      <td>0.162897</td>\n",
       "      <td>1</td>\n",
       "      <td>0.162897</td>\n",
       "      <td>1</td>\n",
       "      <td>0.162897</td>\n",
       "      <td>1</td>\n",
       "      <td>0.162897</td>\n",
       "      <td>1</td>\n",
       "      <td>0.162897</td>\n",
       "      <td>1</td>\n",
       "      <td>0.162897</td>\n",
       "      <td>1</td>\n",
       "      <td>0.162897</td>\n",
       "      <td>1</td>\n",
       "      <td>0.162897</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gene3</th>\n",
       "      <td>0.01904</td>\n",
       "      <td>False</td>\n",
       "      <td>1</td>\n",
       "      <td>0.01904</td>\n",
       "      <td>False</td>\n",
       "      <td>0.01904</td>\n",
       "      <td>1</td>\n",
       "      <td>0.01904</td>\n",
       "      <td>1</td>\n",
       "      <td>0.01904</td>\n",
       "      <td>1</td>\n",
       "      <td>0.01904</td>\n",
       "      <td>1</td>\n",
       "      <td>0.01904</td>\n",
       "      <td>1</td>\n",
       "      <td>0.01904</td>\n",
       "      <td>1</td>\n",
       "      <td>0.01904</td>\n",
       "      <td>1</td>\n",
       "      <td>0.01904</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gene4</th>\n",
       "      <td>0.0270809</td>\n",
       "      <td>False</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0270809</td>\n",
       "      <td>False</td>\n",
       "      <td>0.0270809</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0270809</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0270809</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0270809</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0270809</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0270809</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0270809</td>\n",
       "      <td>1</td>\n",
       "      <td>0.0270809</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gene5</th>\n",
       "      <td>0.362571</td>\n",
       "      <td>False</td>\n",
       "      <td>1</td>\n",
       "      <td>0.362571</td>\n",
       "      <td>False</td>\n",
       "      <td>0.362571</td>\n",
       "      <td>1</td>\n",
       "      <td>0.362571</td>\n",
       "      <td>1</td>\n",
       "      <td>0.362571</td>\n",
       "      <td>1</td>\n",
       "      <td>0.362571</td>\n",
       "      <td>1</td>\n",
       "      <td>0.362571</td>\n",
       "      <td>1</td>\n",
       "      <td>0.362571</td>\n",
       "      <td>1</td>\n",
       "      <td>0.362571</td>\n",
       "      <td>1</td>\n",
       "      <td>0.362571</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "      BaseGeneMean is_outlier outlier_ratio  gene_mean prog_gene  \\\n",
       "Gene1    0.0323419      False             1  0.0323419     False   \n",
       "Gene2     0.162897      False             1   0.162897     False   \n",
       "Gene3      0.01904      False             1    0.01904     False   \n",
       "Gene4    0.0270809      False             1  0.0270809     False   \n",
       "Gene5     0.362571      False             1   0.362571     False   \n",
       "\n",
       "      prog_genemean group1_DEratio group1_genemean group2_DEratio  \\\n",
       "Gene1     0.0323419              1       0.0323419              1   \n",
       "Gene2      0.162897              1        0.162897              1   \n",
       "Gene3       0.01904              1         0.01904              1   \n",
       "Gene4     0.0270809              1       0.0270809              1   \n",
       "Gene5      0.362571              1        0.362571              1   \n",
       "\n",
       "      group2_genemean group3_DEratio group3_genemean group4_DEratio  \\\n",
       "Gene1       0.0323419              1       0.0323419              1   \n",
       "Gene2        0.162897              1        0.162897              1   \n",
       "Gene3         0.01904              1         0.01904              1   \n",
       "Gene4       0.0270809              1       0.0270809              1   \n",
       "Gene5        0.362571              1        0.362571              1   \n",
       "\n",
       "      group4_genemean group5_DEratio group5_genemean group6_DEratio  \\\n",
       "Gene1       0.0323419              1       0.0323419              1   \n",
       "Gene2        0.162897              1        0.162897              1   \n",
       "Gene3         0.01904              1         0.01904              1   \n",
       "Gene4       0.0270809              1       0.0270809              1   \n",
       "Gene5        0.362571              1        0.362571              1   \n",
       "\n",
       "      group6_genemean group7_DEratio group7_genemean  \n",
       "Gene1       0.0323419              1       0.0323419  \n",
       "Gene2        0.162897              1        0.162897  \n",
       "Gene3         0.01904              1         0.01904  \n",
       "Gene4       0.0270809              1       0.0270809  \n",
       "Gene5        0.362571              1        0.362571  "
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "geneparams = load_df_from_npz('./example_data/geneparams.npz')\n",
    "geneparams.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "geneparams.to_csv('./example_data/groundtruth_geneparams.txt', sep='\\t')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "cellparams.npz             groundtruth_cellparams.txt\r\n",
      "counts.npz                 groundtruth_geneparams.txt\r\n",
      "filtered_counts.txt        tsne.txt\r\n",
      "geneparams.npz\r\n"
     ]
    }
   ],
   "source": [
    "! ls ./example_data/"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "! rm ./example_data/geneparams.npz\n",
    "! rm ./example_data/cellparams.npz"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "counts.npz                 groundtruth_geneparams.txt\r\n",
      "filtered_counts.txt        tsne.txt\r\n",
      "groundtruth_cellparams.txt\r\n"
     ]
    }
   ],
   "source": [
    "! ls ./example_data/"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "TPM = counts.div(counts.sum(axis=1), axis=0) * (10**6)  #normalisation using library counts\n",
    "\n",
    "(gene_counts_stats, gene_fano_parameters) = get_highvar_genes(TPM.values, numgenes=2000) #increased from 2000\n",
    "\n",
    "\n",
    "TPM_hvgs = TPM.iloc[:,gene_counts_stats.high_var.values]\n",
    "\n",
    "## And run PCA\n",
    "PCs = PCA(n_components=10).fit_transform(preprocessing.scale(TPM_hvgs))\n",
    "PCs = pd.DataFrame(PCs, index=TPM_hvgs.index, columns=['PC%d' % i for i in range(1,11)])\n",
    "PCs.head()\n",
    "\n",
    "## And run tSNE\n",
    "tsne_results = pd.DataFrame(tsne(PCs.values), index=PCs.index, columns=['TSNE1', 'TSNE2'])\n",
    "tsne_results.to_csv('./example_data/tsne.txt', sep='\\t')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [],
   "source": [
    "tsnedat = pd.merge(left=tsne_results, right=cellparams, left_index=True, right_index=True)\n",
    "\n",
    "tsnedat['extra-status'] = 'Normal'\n",
    "tsnedat.loc[tsnedat['has_program'], 'extra-status'] = 'program'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [],
   "source": [
    "cell_tableau10_color_id = tsnedat['group'].astype(int).values - 1\n",
    "cell_tableau10_color = np.array(palettable.tableau.Tableau_10.colors[:-1])[cell_tableau10_color_id]/255.\n",
    "\n",
    "activity_color = np.zeros((tsnedat.shape[0], 4))\n",
    "activity_color[:, 3] = tsnedat['has_program'].astype(float)\n",
    "doublet_color = np.array(palettable.tableau.TableauMedium_10.colors[5])/255. "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [],
   "source": [
    "normal_filter = tsnedat['extra-status'] == 'Normal'\n",
    "doublet_filter = tsnedat['extra-status'] == 'doublet'\n",
    "activity_filter = tsnedat['extra-status'] == 'program'\n",
    "activity_and_doublet_filter = tsnedat['extra-status'] == 'program & doublet'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "'c' argument looks like a single numeric RGB or RGBA sequence, which should be avoided as value-mapping will have precedence in case its length matches with 'x' & 'y'.  Please use a 2-D array with a single row if you really want to specify the same RGB or RGBA value for all points.\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(0, 1)"
      ]
     },
     "execution_count": 54,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 900x1200 with 3 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "K = 7\n",
    "fig = plt.figure(figsize=(1.5, 2), dpi=600)\n",
    "gs = gridspec.GridSpec(3, 1, fig, 0,0,1,1,\n",
    "                       hspace=0, wspace=0,\n",
    "                       height_ratios=[0.2, 1.5, 0.3],\n",
    "                       width_ratios=[1])\n",
    "\n",
    "ax = fig.add_subplot(gs[1, 0],\n",
    "          xscale='linear', yscale='linear',\n",
    "          frameon=False, xticks=[], yticks=[])\n",
    "\n",
    "x = tsnedat['TSNE1']\n",
    "y = tsnedat['TSNE2']\n",
    "\n",
    "\n",
    "curr_filter = normal_filter\n",
    "\n",
    "\n",
    "ax.scatter(x[curr_filter], y[curr_filter],\n",
    "          facecolor=cell_tableau10_color[curr_filter.values],\n",
    "           edgecolor='none',\n",
    "           rasterized=True, s=2)\n",
    "\n",
    "curr_filter = activity_filter\n",
    "ax.scatter(x[curr_filter], y[curr_filter],\n",
    "          facecolor=cell_tableau10_color[curr_filter.values],\n",
    "          edgecolor=activity_color[curr_filter.values], linewidth=0.33,\n",
    "           rasterized=False, s=2)\n",
    "\n",
    "\n",
    "curr_filter = doublet_filter | activity_and_doublet_filter\n",
    "ax.scatter(x[curr_filter], y[curr_filter],\n",
    "          c=doublet_color,\n",
    "          edgecolor='none', marker='x', linewidth=0.4,\n",
    "          s=1)\n",
    "\n",
    "curr_filter = activity_and_doublet_filter\n",
    "ax.scatter(x[curr_filter], y[curr_filter],\n",
    "          facecolor='none',\n",
    "          edgecolor=activity_color[curr_filter.values], linewidth=0.33,\n",
    "           rasterized=False, s=2)\n",
    "\n",
    "\n",
    "ax = fig.add_subplot(gs[0, 0],\n",
    "          frameon=False, xticks=[], yticks=[], xlim=[0,1], ylim=[0,1])\n",
    "\n",
    "ax.text(0.50, 0.5, 'Simulation overview', va='center', ha='center', fontsize=9, fontdict=dict(weight='bold'),\n",
    "        clip_on=False)\n",
    "\n",
    "\n",
    "ax = fig.add_subplot(gs[2, 0],\n",
    "          frameon=False, xticks=[], yticks=[], xlim=[0,1], ylim=[0,1])\n",
    "\n",
    "ax.text(0.50, 0.9, '%d cell identity programs' % K, va='center', ha='center', fontsize=7,\n",
    "        clip_on=False)\n",
    "\n",
    "leg_x = np.arange(K)/18\n",
    "leg_x -= leg_x.mean()\n",
    "leg_x += 0.5\n",
    "\n",
    "ax.scatter(leg_x, np.ones(K)*0.65, c=np.array(palettable.tableau.Tableau_10.colors[:K])/255, s=3)\n",
    "\n",
    "\n",
    "\n",
    "activity_y = 0.30\n",
    "ax.text(0.5, activity_y, '  activity', verticalalignment='center', ha='center', fontsize=7,\n",
    "        clip_on=False)\n",
    "\n",
    "ax.scatter([0.33], [activity_y], \n",
    "           facecolor='none', edgecolor='k', linewidth=0.8, s=4)\n",
    "\n",
    "ax.set_xlim([0,1])\n",
    "ax.set_ylim([0,1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "mv: rename example_data to simulated_example_data/example_data: Directory not empty\r\n"
     ]
    }
   ],
   "source": [
    "! mv example_data simulated_example_data "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "a ./simulated_example_data/counts.npz\n",
      "a ./simulated_example_data/example_data\n",
      "a ./simulated_example_data/example_data/filtered_counts.txt\n",
      "a ./simulated_example_data/example_data/counts.npz\n",
      "a ./simulated_example_data/example_data/groundtruth_cellparams.txt\n",
      "a ./simulated_example_data/example_data/groundtruth_geneparams.txt\n",
      "a ./simulated_example_data/example_data/tsne.txt\n",
      "a ./simulated_example_data/filtered_counts.txt\n",
      "a ./simulated_example_data/groundtruth_cellparams.txt\n",
      "a ./simulated_example_data/groundtruth_geneparams.txt\n",
      "a ./simulated_example_data/tsne.txt\n"
     ]
    }
   ],
   "source": [
    "! tar -czvf example_data_20191024.tar.gz ./simulated_example_data/*"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "NMF for n_components=9:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "model = NMF(n_components=9, init='random', random_state=0, beta_loss='kullback-leibler', solver='mu')\n",
    "W = model.fit_transform(TPM_hvgs)\n",
    "H = model.components_"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "t-SNE plot coloured by factor weight:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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dxgfPTOO/973L4pnLkxSlShV/f/Vyzr//bNZXxfj2q5VbHv/PLW8y/aVPeOZvL1DTgspuGZquHISIrBKRb0RkjojMTDzWRkQ+EJGliT9b/9R76MJwaea1uybwxDX/2TKSbtakuZxz+2nsc+QwAA783T7M+nAufYb2TGKUKh0ZY7jy+PspbYgRb5PDxAlfc9TuHfjdlcfQvlshAD0Hd2XFvNX85uR9kxytSjfzpi9g3OibcV2D67jMmPQNZ910MqP/MBLbthh60EB8fptgTpB2XdokO1yVZu466yE+fu1zbyKVgbnTFnDmDb+j//DeAOx39HDefmgi+x6zZ1LjVOmnqryWvx5/H/Ul5Tj1DUx9+TPG3ngqx114CNl5meS1zSGvXSvqq+vZ67Ddkh2uSjNvb/iEh5a+TnFtLoKhOvoxR3Udy/6FgwEYUTiYrypn0znYMcmRqnR05W+up3jpBoxreP/JKcyZtpDf/eVIOvXuAECfwV1ZMmcNI0/cO8mRqnSz6MuljPvtjTiuwXUMn735JX8cfwpHnn8Its9mtwMH4A/48Af9dBvQKdnhqiS79dT7mfnVaqzcXKa9OZMLrx7N4eeMYu8xu/PSra+TV9CK3PysZIfZiAQHacoP+I0xZtspHFcDk40xt4nI1Ymfr/qxX9ZO4DQRjcSYO3U+65eXIpYFxmBcw9rF67nu6H/SoVd72nZowz8nXcthfzgo2eGqNFNWXMHS2SsI10Www1HiPoGyKibMWsT0yYvJyA5y4gUH8/DsO5IdqkozxhgWfL6ERV8uQywBERCL+qjhXxc/xWv3vI3l93HLW3/lnconkx2uSjN11XV8++liqjZWI5aFcbz76LMmzuHryd9Q2LWQQQf056qnLuTif5+V5GhVulm7ZAOLZ63AcVwkMwj1DbiOy3M3v8b7z00DhCseOJPXS3QUndoxrolRXv8V5eFiLEvonFWDMQ4FGUu5Zg7kmk5kWXk8O/JUJhxwf7LDVWlmU0klS+asoSFRDsIxgFi8/+RHTHvlU7Lb5nPMhYdx78Rrkh2qSjPGGBZ9uYyFM5aACMZ1wRgaaht48PJneOvRyeD3cfOrl/FuWGcw7OyMMcydOp+K9ZswtSHcQABTXc39lz/HU+Pf4vAzR/B+5KVkh9noDOA271rVRwMjE39/BpiKdgKnt7J1FVw24u+UrioDEfoN78OSr1dBNIo/w08sEmPD8lI2LC/lnccm8/q973L8pYdz7J9HJzt0lQYmPvMRd531EEYsctrmkOXzEVtUBgJWQWvqIi51kQaevet9ls1YxPxPF3H7pOso7NI22aGrFBcNR7n2qNv4+sNvAGHAiAEs+XY9OC4Bv0W4Ksr6lWWICK/d9y5ffzCPvsN7c9UTFyQ7dJUGls5eweUjryccCoMFHXu2Z/0yr5SIHfDhxBxKV21k4+oy+u3Tn/8+9AEX3zWWYQcNTHLkKtUZY3jkyuf5773vYByHzoO6salecPx+LAtcY6ioiYJt89iNb5A9/g2i4Rh3Tfk7/oA/2eGrFGecMirLTmFqTR1V8Ww6+o7i29Ba9ixYzYLaHjTEfVTHyzGmgtdWzeT1dZ9wbJc9ObPXb5IdukoD0978itvOfhRj2QSzM2hVVEBVWQ0AJhahvqqe+qp6nr3+ZUqXFTNz0lxue/9vdOhZlOTIVaqLRWP847g7+fL9OYht029oD5bOXoETjePPDBCLQ/GiYgBevnMCCz9fTLddOnHtC5ckOXKVDMYYrjv6n8x4exYAgcwA0bJyCPiRjAxCoSivPvAhn02az6B9+3LJXacmOeLG1YQjgQ0wSUQM8Igx5lGgvTFmA4AxZoOItPupN9CawGng4SuepnRNhTeCzhiWzF6JJcKww4ex6/4DsGwLsYSsVpm8cOt/KV1dxuPXvJDssFWauOfCp5DsHKxgkPqaCDXltYjABbePJShg2xaI0H9QRyY+OYV1i9fz7I2vJjtslQY+fH46c6ctQvx+JOBn0ezVGMelY+/2jDl9BJbPwuezsWyL+Z8sYs38tXz49FTicV1lWP3/bjrlfqLGRvx+MML6ZaWICGPOO4R2Xdth+2xEhE59O/L4319l47pKHrxSR6Wo/1/Jqo28ftf/MI4DIqxftpFIOEZ22zzOu/00fLbg93mn0G1aBZn38SIWz1zBtFd08S71/6usvpdP68qpcn0Ux1ozo6yMUCyTNoGhtA8Owy9gYZEfsJhe8TZlkXIeWTY52WGrNHH7Hx4kXlmFU15B3bqNWzqAz7lzLNnt22AHvDFgAw7YhQlPTWf9shKe0OtG9TN8/PoXfPnubHBdjOuy+KvluI6hXfd2nDjuROzMDOyAD7GFlXNWsHr+Oj5+Yyah6pZT61X9fMtmr2TGu1+D5Z0vRRuiEI0xYM8+WCIYDJmZPtYtXMf7z/6wZvlOqkBEZm6znbud1+xnjNkDGA1cKCIjdvRDtBM4DbTtVIBIYho1YOJxeg/rSdteRcz7eAFGbPY/YR9679aD6tIqbEs44txRAFSUVHHL6Q+wbN7qZDZBpbDM1rleiRHLAp+PYOs8hh48kC8nzqVhUw3RtesZd89JzH7zM0QgMzeTYy/2Rpl/9Mpn3HfxU9tdFVapNh1agyXe/gsw0Sgdu7Wlzy5FTH5+GsZAu65tOPHi37J89nLEEgYeOACfzyYei3PvRU/y0SufJbkVKlW16dgGEUF8iUlNIgw8oD91NQ2UrC7D2D5Ov/F31NfHccJR/LZw8mXevmvJ1ysYf9q/qN5Uk8QWqFTVqiCPLQM4RDC2RV5RPoP37cOk5z7GicaRSIQrbj3Bm+lgDG2KWrHPUXsA8OJdb/P8HROS1wCV0irpQBSLXF8DrhFyMsIMyG+H0I2P1q/BkjiHdu7EKb2DZAdW0btVFUd18nKrMlLH5Z/+l3nlxUluhUpVQb/ljRMDcBx8Ptjj4AHMmTSH+pp6XH+Aca9ewfz5pfgK2pDZJpfjrzgSgOmvf85dZz+E4+jNePVDbTu03npsNGAMFPVsR/99+jPxycm4WBT0bM/p1x7Lkq+WgRunz5Cu5LTKxok7/PuSp5j47LSktkE1n7zCvC3XgJv1PXAQy1dXYsSi38CONGzchFNTw+AD+mGM4dl73uOlhz9MUsSNx+CNBN7RDSg3xgzbZnv0B+9tzPrEnxuBN4DhQKmIdABI/Lnxp+KT76+gnY6GDRtmZs6cmewwmkykIcp7T0xmxbzVvPd4YiRAqzyoqfU670SQQIDho3bly3dn0W1AFxpqGxj/zjguH3UTNZX1CDCx7tmktqMpiMgsY8ywpvyMlp5fK75dy7xPFvPi3e9QXVKJG4mA7fPySgQTi5OZk0Fmlp9QVR0FfbrSe7duXPGvMzimozdtf8Dwntzz4d+T3JLGpbn16xljmPziJ5SsqeA/t7+DU1sD4tU03yIQYJ/DBvPlO7No36M9kXCMP9//ByY+O50ZHy4A4JWl99CqIDdJrWgaml+/XuXGaqa8/DmfvTGDedMXIMFMTH092D7vpNPnw87MoN+Qbiyds4oOnfPx+yzumHw9J/S4GGNZZAQs/rfhkWQ3pVE1R25By8+v2ZO/YeX8tTz578nEyqowtSGsrCyIxQGQ3Gw692lP2cI1+Pw+AgGLw/54EL2H9+Gmi71RdWdefDAnX9KySnPpvuvXc0yUFdVv8HlZhAcWLSBm22T5o9Q0BInGffgsl9Y59RzTsTurwzMYnJXLgOyFDG7/EIdOmEhxeRQsWHXOX5PdlEan+fXrrV6wlpmT5vLa3RMo31DtHQ9tG+Levsu4LoGgn7aDelNdESLfjtO5dxHXvXY5R+ScDngLQT/SwtYB0dxqHFNe/ITS1WU8fcOruJEY+P3gOFtuPIjPx9BRA5kzeR4FndoQDce44J4z+PK9uXzwvDfa85nF99CxhZUf0fzavhnvzOKdxyYz44NvkZxsxLKQ/DxwXdw1xfhtsH02Oa0yOeSC0bx01zsA/PXRcxh1bOov5vxj/+67Dg6YF95uv8PvN6Tbup/MIxHJBixjTG3i7x8ANwIHAxXbLAzXxhhz5Y+9j9YETgMPXvYU7z8xhdbtW219sDoxeknwRqkY49VbcV1WfuON+v3y3dlk5WZSU1n/3U4XpRKqy2u46pCbsPw+asMOxudDbBsTjQF4ncDG0BCKEA7HwfZRum4TG9dt4i8PnOnllQh+v+5K1A99+PLn3H3p83Tv1xGDgUAQYtGtL0jcHf783blIMIsNqyvAdXn7scl06JE4cBpDLJGPSm1mjOH64+5g5bw13qIkrsHUN3hPui7i92F8PlzHZeFnizG2xepvViOWsGLeamzbIm7AkiZduVelqcWrNnLJC1PoWhMlttIbcSl+f2JhSwGfjRFh3bKNGNfCLa8CAxMensRtx+2VOOcSr5ySUt8z/vNPePrbdYzeo4JehRWsD+URcX1k+GM4jo/MQATXCI8vKiNcP4CD93qJhniEtTXTyc8IUkyUrUM9ldqqrrqOqw+9mXjMobY67A0WKmoHFZXesRGDcQzRSIzSb1biWkJDfQPrl64nGo4heJml5/Vqe6a9+jn/POMBuu3ayesABu/mwuZzKfEyaNYH3gyZklVlYAz/e3Aig0fsuuV9YtF48wevmt2yr1dy04l3YdkWNEQwkQhk5yBZmZj6BsSyiAeDRKuraaipZ8OSYm+wEGAF0nsftHkkcBNoD7yRGGHtA14wxrwvIl8Br4jIWcAa4MSfepP0/nZ3EnM+mo/ruFRsqPzBcybugA2EI9s86P3xxbuzeXr+Xbz1wESGH7578wSr0sqmkipqq+owWJARANuCSMQ7iEeiuH4/+GzA63SRWBzXhMF12bi2gsdn38rXH37DmET5EaW29e2MpcSralj+ZS1kZnoXHwA+b6SmG41huQZjDCYaRQJ+iDssnLWKW/53FYP260ubonwKOrZJdlNUinFdw9JZK4hHtt4gkGAGJhwG4+JGo96yvLaFkFi9GjCuYcGMpby68n7eeWIKh51xYLKaoFLY6pJNBL5YTfmG2q0Xt+B1qORk4dbUeA8Hg14ppcSaDdXltfQY2JU7Xzifjes2cdAJeyWvESplzStfypjdZyGWYMgiGreJG6gLZ2CJS3VtJsYWRKBVVh2Pr9qf3jmllK4wTDj8HF5cNpt92ndPdjNUCqour2VTafXWsT9iQXUN4rMxcQfXdZCMDG8AEUDcYfOs4A0ry3h22f189r+ZHP2nw5LVBJXCFny+BDceZ9W8NVsfNGabwWYCxvJyyxgsvx83Hmfp/PXcPfVGeg7uRnbrLLr175yE6FVzW7OwmGgktvWepW1DmzxMMIAJh5FgBgBW9y6Y2jpKauLc8ublNNRF2f+Q9F7E2SA4TVB51xizAthtO49X4I0G/ll0iEIaOPysg7y/bHPTX2x7mx+ErPwcrwNvm8c79SrCsiyO/fNoOvVqWVMuVOPoMbArbTsVeD/EYphQHSYW3zLdFeOCMeTkZmAiUe8gH4uB41DYqTVd+nTgqAt+q6Od1HaNOeMAb/GIWBwTCnmlRny+LRcfYllet7DrQCzmHZD8fvLb5gAw8qR9GTxiQDKboFKUbVvsc8TQrQ/4AyCCleHf+lg8Rl5+Jm48DtssNtihZ3uycjM58dIx5LbOacaoVboYNbwfGaUhcFwMYDZ3mGw+1vn8mFgcuz6EW1WFWF5HsS8jgG1bDNy7j3YAqx914Z59CPrjZFhRKuoziTgWbjzgXTQawW+7ZDhBbHExPsOKUCEfbNyVwox2WJbFqX2H0bNVQbKboVJQx15FFPVsD8ZgXBcjIJEoRLxZWCICjkOr9vkIgmzuvLMsCju3oah7e467eAy2z/6JT1E7qyPOP8Tr592cNyJ8d7CjgPFGnOO6WD4Ly+cjr413rjXihL0ZevDgZo9bJcfeR21znm5ZiM+HZGcmrgMNbu9OOL07QVYmVvsC2nUrZOi+fdO+A3gz18gOb81FRwKngdlTvt36Q2J1ReO6BLMziDREMY5DQ009IkIgK4PrXr6E9ctLOeLcUcTjDm88OIk189cy+fnpHHfpEZw9/uQktUSlmoZQmPKSTbClMy4xWs4YApkBog0x8NnUllUDcOCJezNw/13ovmtnMuCkNp8AACAASURBVHMyWbVgHZ++8SUTn5tOqKqee6fdQNd+HZLZJJVC5k1dmLh5ZcDFO+g7DoGcbIzfhxNqwETC3otFGPf0eaxfWsLoP3o3vj74zyesX1HKq/e+S/9hPbjj/b/9YIEBtfNaOHMFm68+7FzvAsONx8lp04qGcBynupbqjV7ppKJeRZxz6++Jx+IceMLe1FaG+N9Dk/h68jwWfr6Eyx+/gINPOSBZTVEpZvmclcRrE6uZx+PeaDpxIRrD9lu4rouJRokmjpnn3DYWEPYa4y3eNWfaAuZ/tpj/3vcuwZwgj8+5ncyczCS1RqWaN9aUsSGWj8822D4ozGmgsgFa2T6MRKmszsBYEcS1sbB5aPjvWVZVxdj+u+O4Ds8t+5I1DeX8r3gWx3Tck2uHjEl2k1SKiEXjlK6r3NJJJ4lZCkaEjKCPSH0EMjIIhWJIZpC9DuzH8MN3p3Pv9rQubEXxilKmvTGTSY9NorKkmrum/oPeQ7ont1EqZcydthAs26sBbFlb1vmwLAOWhRt3t0znF5+Pq5/5EyUryzj0dG/W1Ucvfcq6pRt45a636TGwC/d9fKOe17dgK+auBizvVN2yvUFmazcglo3k5+BkBQAYeciu9NulE0ccP4wv3vuat5+YwuwpCzj+8iP447XHJrUNv1QTloNoFNoJnAaWfb3ihw8a43UAu8abTua6+AJ+rnjsXKa8PIMDjt2T8uJNPH7dq3wy4Wvc+npwXV658y16DerMb07ev/kbolJOzaYQbr3XCWdnBXGMQUSwbItonVdiRPBhLIueg7rSf3gf1ixYR4/BXQnXRzh/j6twYnEsvw8DXD16PA9+MZ78wlY/8alqZzF3+kLE7/em4hvH6whGEL+Na8DKzsRJdAJfdN+ZfPH+PAbs3ZuK9ZV8+f4c7jz7kUTnC3zz6VIeufZVzh9/UlLbpFJHxboywCv5sLk+uSUQjhnEtr3yEA1hsltl8YcbT+TzCbM5+JT9qCqr5pIDrmP9kvVb3uvucx6hY68idtmrT/IapFLGktkrvNqYBnzBAPFIHAQsS3CiDpZt4yQuXA/740FU1TkEswLUNcQoW1/JXw++EfBmbYWq6hl33D3c8e6V+Hx62q1gUe1qyqOF4EL73FrAGzFkW1EMLtlZDtWhAIGA4cbdjmLChjmMKtqVkvpaHlk6lZeWfktWZhTLMry88kv2aNOew7s2+VqQKg2E68M4ifr4dlYGJm4SM6+ESH0UEqN/jevSuW8Rww7bjeXz1tB11y6E6yNcMOImouEoTqU3+GPcmFt48KvbtCyXAuCbL5ZjdyzChOqgrg7XMYDBsm3iMcfr0E3ceDjvrtOYNekb+uzRg4oNlcz/fDG3nvavLbX1F89cwb2XPctl956R7GapJrJ45jJvVjGASZTOcg0YB6mpQ6Jx8vOzsIpLkQ65LJ65gmvH3IIEAmDbvHL7W4w8Zig9B3ZNbkN+EcExqTtTWs9G00Ag4E1v3e/Y4cz6YB7hUBjLZ+O63o63fde2lKwqJyPo57YzH8SIxZTnp2FZwoD9d8ENhQjkZeOGo8SjMW49/UFG/m4/vfOmqCmv8W4iGMPYccfy7I2veyMGDGAJYtlkt8mhobqeysoGHrnyP0hGgHde+oJeg7tgtckHA10757Jq7hrK1lZw8+/v484Pr0t201QKCGZnICIUdi0gu1WQlfPWgBMnVlkDWZnk5WVSLYLfb/PQX5/HMcKkJz8CgUP/MNIrHWEMrQpzqa4K8+YjH3D4mSPo2kfL2+zsjEmMLgdO/utRvHzHBAzidf7GHRChXVEOG1dHsP3Crac9AMbw4bMfkZGVQVarLADadmzDptJqolGHcUfcxhtlTySxVSpViOXdfLJEOPTsUbz39HRMLIJTXw+BDHwBH5Zk4ETjTJswi5g/CzIyeOHR6Yz47YDENbChyy6dWLe2ioXz1vHKXW9zylXHJLtpKgVk+m0kBnu368OKuuVE3BCCRdQFW6B9Zi6hugayJcB1814hHPPx6vxlWFgc3Ks9WZlRxPVjO0JNjc3l09/n0FOHYIte1u3sKkuqvUWdMYy95lieu/F17+dozOuAsWzyiloTqmmgpj7Kg1c8j2Rl8v7/5tGlVyFOOALROD2G9mLl7OVUllTzj+Pu5N8zbkl201QKCBa0Qvx+8nt2pCDDZcnsVZhYjHjMK7mV0zqLUHUY22fx5LWvEo9Eee+xDwA4/JxR4Pcjrkt+USuqykK8//gUjjx3FL0HdEpms1QTyQgGQEAQrLatwJ/hza5qCOMLBmBjDbXfrmByOMqUt+ZsKS9pYjHEZ+M6Ln874W5eXHRvkluy4wzgpnDl3dSNTG3xtxcvZcx5h+DE4oRD3qi5QNDP5iLBJavKAW9FWDfukChNh+saovURRGDoyF3YY9QgDN4oT+0AVgC9hnTnjBt+xynXHMfLd72TuDsHwdxgouaTS30oArZNTWU9xjiIz9ttVJXVgt+PL5jBRfefBXgLA+QXaI1N5Tlr/MkcftZBHHD8Xqz6Zi0C+DP82AEbt6aWquIyAKLhGE40ts3dYigvrsSyLdp0aM1pfzsWMLjROJmJqUNq5yYiXP2fizn6osP49K2vMI4LrkswM4Abi2IwlK4uxzgONWW1YFx8fm/fFY/FvVXSLeGYPx9G266FiAjBvKwkt0qlioN+ty/H/Xk0Z9xwIu89PQ0swQoG8WUFkWAGju3H9QUgM5NIXQwTiWASNfTXL92A7bexfTbXPPMncB1MOEx2npaDUJ6bdzuJ47rsSYYVIE4tftvQKsMQsAxRx6a4vgbjWlSEXNw42IlzdheXBhPFEtirfRdGth6IcSziET8WWsNVQZd+HTn7n6dy8pXH8Mpdb2PEwiDeeX1i3ZiajdWYaJya0lqMcRHxRgvXlNXgxh18fptzbj4Z2+fdDMvT83qVMPaSQzn893szaswglsxehVgW/swgvgw/4vcRqo1gXJd4OOIt3LtNf0PJ2gpsn01O21zOu23slucyArrvaqkOHjuC4y8dQ98DB0F2DgT8YByccJhYbT1uhg+nTStvcXoRnHgc22djCWT27YTJDhLsk743CBxkh7fmop3AaWDg/rswfPQQZrw9e8tj4VDY67DbQhBbENfBqW9g36OGUti1kKULNtC2azsu/tcfOe7Ph2Hhkpnl8y6C1U7PsixO/dvxfDFpHpGQN33MAA2Vdd5CSvE4biSCwdCmIBsTjeFW1zD69P0pX12GW1vH6JOHM2jv3ux56GDEgoLObZPbKJUyiroVcv6dp/LmM58hebkYhFg4Rqwh5s2zdl2v8w7IKSrAzsqmz159GXhAP2a+OxvLuPz9+YsYefxe+CIN2JEGr56dUsBBJ++PP+Bn7cL1gAGBhuparGAQ8fuRYBCAYE4GuC7xSIzDzz4Yy7aoLKul//A+HH3RaI654BBwHVq31Qtd5QlmBznv9rG8fOeELYuhOvUNxOLGm6FgW2y+EV/QoRVOxSay6qoZeVBflnw8H1dsLvrXWfTerTtF3Qux/H7yi3Q6tfIMyu/Cb9sP5uOyb6iL+qmP+qgMGxxjsC2D3+/gxAW/D+Img0jc4tCe3endLpsZ60vItfK4cbdjOLXvnvhqAmSFs4k4el6vvBukJ/3laOZOX0BDVci74en3EfUFIXGz1CQWSm3dOhNcg1tbz5hjB1O5eBXxunp+c8JeDB01kH2PHAbG1VIQaovCDvlceMOxvHzjy5hoFBOPE6sPE497NYLFtresL5NbmIcEAvTYoze7H7YHc6YuwLLg7y9czL5HDSWzsDX+1nk4cTfJrVJNJTM7yBEXjmb5gg0QjWHCEZyySojFMXX1mKAff0MEC6Ft1wJMNIqLMPb6kzjslAOwO7SjS/f0nP1pjFcOYke35qKdwGli8ZfbqQu8DQkEKOrZYfM1CcHMDIK5mRgRqivrqakIkZWXie2zMa7ZuqqnUkDx0hJvdLj1/VVegZi3027XuTXgTXHdc+QuiPEWxlk7dyWRhiitCvKwbZt4TA/maqvy4k1gW0hGBuJPTFW1LG9Eit8rdRPMCSK2jTGGSEOEjj3aAxANNVCyvMS7K2zbiG0Rj+qFrtpqwcwVifpyiYsPEdyGBu8EMxJFAhl0HdTDe7Ft0WVQdySx6nnZuk3UVdXTqm2uV2LJ0X2X+q6GmgaMMbjhsNcZ7LreVMZ4HKeuHgmHycr1RvjGwjGG7NPLy0PLYu3i9biuS2ZuJpZtEdN9l9rG4tBabMvgYrOpLpu4axGwHWxxCfqidCiqpnuhD8cVwBDwCdn+AK4RSirjVNRHyPIH8FmWl6N6Wq+2sXr+WgCM63ij7yCxkJeXTyYep6iTt36H6zjsPmIXr5PYGIpXbiRcH6VVQS62bWsnnfqOmk0h7y+JBVI3D+rAcXBjMbAsAtnecc+4LpH6CN0HdgXXEI/EWb+8BMuysP22d2yM6LGxJVuzsNhbGyYaxdTVefshy/JmE68rx5/ok7LCEcQxSGYm69ZVk5OdgW1ZGCd9D24ussNbc5GW0Bk4bNgwM3PmzGSH0aRC1fWM7XEB4fooRd0LKV5SwpYeX58PsWyM45DXJgfLMtSU1dChT0eqN9VTVxnC8lnc+eG11FbU0W/PnrQpap3U9jQWEZlljGnS1TB2hvx649/v88iVz1PQqQ3V5SHC9WHvoO44YNleB7HPZsDwniyZtQrXNeyyV2++nT4fXJc9Rg3myItGk5ufxcB9+2H70n9qj+ZW4zDGcO7e17JuSQk9d+3A0lmrMMYgJlHX1XHAEnwBH516F7F2wVqyW2eTlZtF6cqNIMLfXr4Un99H91060blvx2Q3qVFofjWOZXNXccnIG/EFbDJ8FpUllYmLXAHbRiwLCfjp1reIDSW1uI5Ljz7tWPbFYpyYQ6vCPMa9cDHxSJxd9+tHdgsoCdEcuQU7R37dftbDTH7xU3oM7MyqBWtxHbZMqTYNYfD58Ofn0rtvO5bNWQMYeg/ryeLPlwBw4uVj6DO0Jx16FdFnt24tohSX7rsaR0M8wjHT/klNPEyBXcS6Bu+83rYMAb8LCJWhTPxONvlZPsojIYqkDTXRMOU13gJMrx5xMlXhCIMKimif0zJmMmh+NY73npjMPec/StvOBTREXeo31YJtY+Jxr3a+CNgWA/buzcKp83Fdl1327cOS+aVgWfTfvRsnXXkUmbZh13374d/ckZzGNLcaz4V7XcPSr1fRd68+LJ290rsJ5fNBXZ133YjBsi269O/EmvlryMzNJL9DG9avLENE+Mvj5xHMzqD7Lp3p0kLW+dD82r54LM7YAVdQXVEHuDgN3o0DKzfH2yfVhsjKzyFcFyarqDV1jrd/OvGig+k3sDPD9u1DRjB19z8/9u/eZ1Cmue9/vXb4/cb0nN8s5/DaCZxGHMdl1qS59Bnak+uOvoPFM5cDBuM4IF7dJhHx7rYY4xVftyzvzi5gnDgYw+WPn8+osSP0gP4z7Sz5VV5cwar56+gztAcndTzPWxxOZOsdO0BiMYzljbYTwI1GvFyzLKzcXFoX5DD+9cvpNTgdV/H8Ls2txjX/syXkFeQw7bUZPPuP1xK3sIzXUQdep7Ab96YpiteBR2LKIgE/dnY2R5yxP6dfexx5bdL/Ylfzq/E0hMLM/Xghu43YhVN6X0pdTT04jndsTAyPs3w2kpcLloUbqvMWyXFd8NkQj2NZwq3v/43dDxqU9h112gncuNYsXk+ouh4Lw8UHXI9xXSQnB8IRb1S5CJbreiPJBcgMeiunA2Jc3LjDgP37c/XTF9GhZ/vkNqYR6L6r8bjGZV71QrplduKyr95gxsbVBHxxHAPhhgyMscCxsG0XK+AQq/LjRnzg98rf4PfO78fvO4oTeg4hw07/heE0vxrPppIqls9dzYB9+nBC90twXRcTDnuzsGIxcA12x/bEi0u846FxkewsrMxM3NoQdocictrmcMsz59CnBSzcpbnVuBbOWEpWXiZzpi/koXEvg+PihEKIL9G/YFzvPMx45/pWRob398S1pRsKcdjZozhr/MnkF7ZKbmMagebXj4vH4sz6YB6OWNw49gGMWBCNbrkGxG9DOIpp2woJZHjjHP02NIS58/nzGLhvvyS34Mf9eCdwlrn7rd47/H5H9fqmWc7h0/9sYSfy6l0TeGLcC+Aauu7SEePGvTKIPh+YbUo8bO4QTkyN7da/A3ltcpj30bcA3HPuIyydtYKLHzgnia1RqeZPw66isrQa22+T2zaXmrIQuQW5hCq9i1kDiQ5h2TII3c4M0mtAJ2prG9i4oZaq0mou/s2NPPrFzXTq3TLu7Kpfb/5nS/jLb8fjOi4d+3XEiCDGxfbZOE7ihFAEsMAWJLG6ZUHXtrTvVsiiecU4kQgTHpjIvKnzeXT2P5PbIJVSbvvjQ8x452tMLEbH3kXUReL4fUK0ouY7r3Nr68AYxBLEZ9NzSC/8AR8LP56P6xjGjR7PFU/8iUNOOzBJLVGppq66ngv2/wfxaJysgGD7hHjEkJMbpC4WA7y+OJOYLbP5BmlGfjbdehaydskG6ipDLPx0MWcPvIw3q55pETfgVeOYVDKdp1a9RCwu+OJ9yQ1EccQQiwQRC4wDWAZ8Dq4BN2aDY9G/Qw55Wdl8WbKOQDDG+G/f5Zuqddy25zHJbpJKIZcccD2lq8sQXPIKcqkqrSWvYxtCVWFM4gapCdV55bgsC2JRCIfpuUsHIlJAcVmY2kiMS8c+wr9evICe/TokuUUqVSyZtYLLRl6P67i0793BmxljCYFWOcQjce9GPImBRIlOYERo3S6XzgO68c2UuQBMfGIy30z7lqcX/yvJLVJN6bkbX+OF8a9D23ysvByoqUMygxD1zqNwXPD7IDOImx2gqLAVpUtLcNes5y8H3cBjc++kS7/0mglqADeFK++mbmTqB9y4k+h8M6xZWLylI87EvVo6vffozu4H7bqlQ0Uch167dmT1gmI2lVTzrxm30LooH+MaFs5YmrR2qNS0ueaX4xhqymqRzCB1dVFIjC4/6Hd7YwV8ifyCroO7Yvttln27jpP+chQX3n4yGIMTjbN2yfokt0alkuz8TJy4A7bN+tUVWAFvloLjGDCGtkWtOPqCQwC2jMIccvAgytZuYvHMFTwx+xaG7NcHY1w2LCtJZlNUCoqFvZNIE49TvGgdhOqIV9dtqW8+ZNRg2nRMlEASISvbT9uO+SyftYLCzm25bdLf8QX8OHGXxV8tT1IrVCryZ/i9Eb7GUFfT4FWvycmhvsZbSNUf8HHE+aO21NoUEQbs3YdoXZQlc9dy63vjOPaSwzHGEA3HqK8NJ7lFKpWE44IxUFzdiq/LQ4SiAeojQcBbHG5AmwIO69pjS4kbX7bL7t0KWCvFlMXKmXDEmXTIyMc1hq83lCa7OSrFxI3BuN5shKqSKsSyqC2p8kb9BnyMOGlv7HgMEcESoctuPQkWtGb5wg2MOfNALr/9JHANTsxhzSI9r1db5bbJ8Y6NlsXGNRWJGaNCPOqd6+cXteaYC3/rzfRL3BwdMqIflaXVzJ8+n6e+uZO9jhiKMcb7fdWiNUQSCwd27YhJzMAjGoOMDHoM6e69SASrJoSsKmXjFwu54B/HYHw2jjGsLalOavy/lGNkh7fmop3AaeSEK45knyP3oGPf796JzWmdw/DD92Dlt8V8/dECMFuLsy+buRxcl/XLS+k/vA8nXnEkPr/NEecfkqRWqFR18zvX0H1wN/IK8rbcSDAIQ34zkKKuBUz5zyc4Mcc7eRSLNUtKiWNjgI9e/IzRf/gNXXq0JTfHT5/deyS7OSqFdB/QhRMvHU3HXoVYW0b9gu232e/oYVSVbOKNeyd4sxkE8PmY9+lSJBAgFo4RCPg5ddxx+P02Bxw/PLmNUSnnL4+eS7/du1LUs/2W3DJA5z4dGHzEcOYvKWdTVRgTj2FiUUKbQpStLMUYw8yJcxg6ajAjf78/wVbZHHjSvsltjEopgaCfKx8+i8492pIR9CNmSyEb9j92OIG8LN5+chrG2pp3Cz5fivH5wMCsyfM56a9H06ogjx6DupKdl5m8xqiUM6bT/nT1H0iP3Nb4bRfH8fIoU4KMKNyFRZs28UHxMnxWHBxDPGzxdelG4mE/ZfFKBrUt4qze++NW5HJS9yafParSzE1v/pXeI3Ylvyh/y7ERYNAB/enUtTXTXvyEWCwOtncTq3j5RiJ1ETAw5bUvOfjYYfQqyiEvHmHAUD2vV1t16NGO0/5xEp0HdPZm7yWOjQLsd+QehCpqePPfk7w6wYmygnOmLsQgOI5LLBrj1HHHE8zNZN9j9kxuY1STO+PvxzPk6L0JRMOI6w06E9siL8fPyjmrvBfZNsYF8ftxw1ECjkvnsSPJPmpv+g3qkrzgfyGD4GDt8NZctBxEGglk+AlmZ1KysozLHz+fiU9PZfGXKzjwpH1478mPEmUgxJvW48ZAwOf34Rph+KGDATjxiqM48YqjktwSlYoKO7elfN0mclpnc/4dY3nwb6+Sk59FbVklG1aUbhmhKZYFtoWIkJkTIByPMXbcMfj8Ph6bd1eSW6FSVbsubSn+djUnXXU0taEYH748g4NO3Iupr31BPJpYGdi4gI24LuLEsWyhbde25LfLo6BTG96pez6pbVCpKb9dHpFQmOqN1Vz70uU8dvWz1JSH6DW0F59MXgiBgHcBnDjxRCAjM0DMFU68ZAwAVz31J6566k9JbIVKVUU927OxMsqg0cMYsmcPnrnpNfoP68WCzxZSVxPxXpQYBeUdJg3B7AAm4OOQU/enoGMbXtv4RBJboFKV37IJSC5fb4xz87DRvLV8MV+Vr+PUgX15Y+1MXLLBtbCxMDELO+TD9gPZNkNyegJw+sDdOX3g7sltiEpJhR1bU7kpQrBLR66++0weuPRp79gXqmfd5pG9rkECtlfrHMjMzybswNhxx2LbFg98OC6pbVCpq32XAtYvLuHoC39LPObw3uOTGXHCcD594wtikcR5fWYQIhGsxAhHSwyt2uTQoUd7AsEAE6qfTWILVHPJysmgduV6WLmeEaeM5LPpy+jUIY81c1Z6L7AsjDFYGMRnEyxsxb6HD+Hw0w9IbuAtWNI6gUUkCEwHMhJxvGaMuV5EegAvAW2A2cBpxphosuJMNYtnLkdEeO2edyheWUHHfp1459EPtxRal8Sq1WIJxjXEo3FeL3uSnNbZRCMxAhlai05tX8X6SiINUcKhMHef+yguwqCh3fj8rS8BMLaNiA2ui50ZxHVc2rbP5/E1DxANR3FdF8vSyQVq+xZ9tQzLFj6fMIviVZvIyArwxcR5xIxg5bfCravfcncYY3DjDte/djn7jNmDaDiGT3dd6kfEo3HWLi5GRPj35c9QvWETQw4exCf/m40BTEMYUxsCwBfwEY/GcWIOEyMvEY/Ficfi+Px6T1xt39pl3jT7pXPWMHvCF7jRGG40RvnKUhDBzs3F2JY3vdHvB2PYb/RuXPn4+UQa9PRV/bS5FcVYIjy5aDbLQ+V0yM3j0+opFOa6RB2XyoYsXFegwQ8uOBH49Kg/0y47m4gTI8PWg6PavqqyWupDYUyt4d4/P0001MDAffpuOa/H9nmj7zIC2Jbgxh3+j737jpKiyh44/n1V1Wkywwww5JwliaAEURGzqBgxrLoquuY1rgl33TUn1pwVc8TFgIIoogISRSQHyTDMDJNDh6p6vz9qQP2tLqAw1QP3c06f4zQ9M/edeXa9fnXfvempAd5f8jDxaELW9eJ/WjZnFYapmDN5IZsKqwg2ash3n/9AtKLG25NISfGqcpkWOuH1MbrmmVEccc5guTbuY+yEzbolG9AavnrlS5Rpsr6yBlIi6HjcSzQLmGhHE8lN593Z//wpQagec3Xyvn/6+aknBhymta5USgWAb5RSnwDXAA9rrd9USj0FXAA86WOcSeXeibewdOZKPn5+MhvWlrBpbRGpWalUbWveVduFs0PftqyYtwYsi5MbXUizDk3YsraIyx85j0kvfUn/Y/tw5s0n+zsYkVQ69W3HHe9fj1Jw6wkPgNZsXlP0U4aT6TUgNExFwFJEEy7rl2zgnI5XUbh2C+16tmbIyMF8/f4s/vr4BbTdr6XfQxJJ5PJH/kzfYT0p2FzKS7e/Q6wqSpM2uZSXVKFjMZTh3cBq3imPDcvzwdXcfsJ99Di4Cz98vZTz7zydxdOXk5KRwg0vXYZpJu+FVdStYDjIIzPuomhDMQ9f9jzadVn4zRIwA+BqiNuoQAAch9xWuWxesRk74XBM6lmEI0GUobjgnrP46OnPOePGEzh4RH+/hySSyNBT+xNJC6G05h8n3etlzm17+9EaJxpDGYrUzBRq4i4YJpPfmcnGNUUsm7eWw04/kNTcBqxbVcBNj5xNVsM0X8cjkstzg0cyp2gd41cvYmVVIfnRMrLtLKK6nMpoCMf2JluvJo34zi5Eh1wOGvcYvVqksbaymOu7HMd7y5dwUF4rru0tWVPiJ6065XHH2FG4jsttx98DWrNu2aafSkOkRFDBIGZqCqFoJTU1UJBfwVndrqdsawXNOuRx1JkD+PzVr7nykfPouH9bfwckksqFd42k20Edqay2efLWt4lH47Ro15jijVu9OeZ4dWCbtG3E5iUbAHjg4mf57PVvWPD1Us659SRWzFqOZZnc9NpVcjN+LxYIBnj027uZ+9kCnh/9jpe76LpgmSjLQkdjmCkBXMehaksZI3IvoKayhqFnH8zGFQXc8MIl9a7hvIY6Le+wq5SureHiaxBKpQDfAH8BPgaaaK1tpdRBwN+11kf+r+/v27evnjNnTh1EmjwS8QSv3jWelp2bsvqHtbzz0AS0dtHx2jtrSqFCIQB0PIFpKlxX13aD1YRTQ3xY/op/A9hNlFJztdZ7tBDavji/Vs5fw8SXv2L4JcO4YuBoaiqj3lENBdgO6mcXah2PYxoa1wh4F32tOeXqY7jodLltiAAAIABJREFUzjP8G8BuIHNrz/ng6clUllXTsmNj/nXGv73mEigIWCit0Y7r1Qd2XayAieto3NosYTNg8uLih8lr29jfQfxBMr/2jNLCMl6/630OPG5/Xrv7fRZ+swzt6tr55DUsobbRF2isgIlt166DlKJj33Y8/u2dvo7hj6qLuQX75vyaOWEe333xA8dcMJQLu//Vm0aGibJMUAZGZro3t2wHHBsjENzWwxcjK4PrHxrJIcfX76P78t61Z9iOw6NLvqJFahb51RWMWfQVWoNrGyhcLA0J77AsaGiQFaOmxiIa9epPB5TJij9d7/cw/jCZX3vGmkXr+fj5KRx7waFce8hoyrdWojLSvfqbZeUoy8JISaldx7sEAhZ2JAJK4RYWc9z5B3PFv8/zexh/iMytPeeTV6dRvKWMDt3yuO34e3AdF5Wa6l0PHcdbdwGYBlbIuy5qw0Q7Dqqmiifn3U+b7vU7eUjm186Z8vZ0Vi/awOy5G1mzIh9tOxBPoKNR70S71jiFRRjh8PZ9hT//4zROv/54v0P/Vb/1d2+zX5q+Y1z3Xf55f+o4s07W8L5uTyulTKXUfKAA+AxYBZRqrbflf28AmvkVX7J658EPGJHzZ1p1bsLQMwZwzAWH0fvQbgwcvj+BcMD7kGsYaNuubeKlGP3ONaTnZgHecdhmHfKoKqvyeSQi2cRjCf7S/xb+OfIRzrnlJFp0zOPi+86k20Ed6X90T28+aY0bjREMeMdfM3LTuerJUd4HXa2JpAYJBOquu6WoP+ZPXcxJjUexcWU+Z94wnP0P78ngEf3Y/4ge5LbKBV17o8pQGAETZZqccfNJdBnQCfDK3OS0akR8LzgiJHa/e899jD93voqhZw2mz9D9OO/vp9FtYCcOPu0gMBWgvCP7loJQECMc4s4JN3tNTdCEUoJkN8nafsNBiG0KNxZzZsereevhCYy67xxadG7GqdefwH5DutF1YCcv09wyccvKsWpvyHfp155jLxgCeBkhaSkmhswt8SteXjqPHm/+m6ahbE5p05sRrXsyqHFbDm/SiYgyiaQmCGdEsZSNZTpYls3d3U8n00oFNEELejRNpSwu63rxS47tcNWJ/2b0xWMZedOJtO7WgksePI9uAzsx4NjeYNsYoRDKNAlYCp1IEIlYXPfEuWit0UAkM4VwRorfQxFJaPHsHzmlyw0sX7COs649hp5DunLoGQPpM6wnea1zvA1g17sVagQsQHHCpcPocai3OaYMg+wmWTi24+MoRF2IxxJc0ud6XrjpNU658mgu/NuxdOjWjPSUANpU0CADF41TVUPLgfuhDG/tZAVM0rPrZ1NdF2OXH3XF101grbWjte4FNAf6AV1+7WW/9r1KqVFKqTlKqTmFhYV7MsykM/PjecSqY8yd+D2xmhhfvPENC75axLTxszFMEwUopVCBAGmZKQSCFo9f+wpVVXFSGzfAjiVYvXgT53S9nnlTFvk9nKS0r86viuIq1i7eQNGmErasLWLTqnwmjf2ShTOWMmfqUpTGyzIPWMSjCVp0akpVWYzn/jkeZSgys1Oo2lrGG3eP57L+NxOtjvk9pKSzr84tgEXTlxOtjDLr0/lorZn2wVzmTVvJvKnLiFXHvNIjlgl4d37T8xrywTNTWDpjKYGgRSgrncJNpVw+YDRvPfih38NJSvvy/Jr96XdUV9SwbNZKyosrmPzKl/zw9WJmfLHYe+8yDK+BasKhUbMGYJo8cOmLmM2bktkqj0TM4dsPZzOy+cVsWLHZ7+EkpX11fq1fvpnyogqWzFpFvCbB4pkrmfH1KpasKmbt2lJUKORtpIRCxCsqadwyxztR89JUlOuQnhGmdM0W7j7jQe445QG/h5OU9tW5BfDlhlVEbZupG1cTd2wmb5nP0oplfLFmJYaliCcsqioj2NUh2mQlMCrSuHP2ZEpXuWRWh8nOKWVF+RYGvvs0k9ev8Hs4SWlfnV/VVTFWLtpASWEFm9ZsZcumEiaPm8PS7zfy7fhZkLBrT8ZAIpqgRZscqvOLefSyF3A3bSJDx6iJxXnn44WMOucZqqtkXf//7atzC2DpvDXUVEWZ88VitNbM+Ggesz9fyPypS6gpqwbDQFkmKhSEgEV6RohPn53MwnlrCWSmYukEhZvLuOaoe3nl7vF+Dycp7S3zq7KkkjUL11G0sZj1yzby8WMTWPrxt5SvzYfyKigqRUXjBPt2YENRObpNc6zcLOIVVTxy6fO8cc/7fg9hl2gNjjZ2+VFXkqIcBIBS6nagGrgRKQfxPxWsL2L6f2Zz2JmDePjip/lm3EzvTVYpDAMcV3v1W00T5bpemn0g4L0JK4UbjaICAZRSnHTFUVx8V/09ti9HL3a/2ZMWEK2M0nNIF85sfSnxaAJQYJkYpukd3Ve1Nxq0xjVMrz6i44IBbiyBCoUwtctz8++rdzV8tpG5tftFq6J89uo39DykK/M+W8ATf31p+3sXeM0HvfOvGqU0KhTGqYlCwitzo4IBwHt9ux6teGLmv/wbzB8k82v3W/X9GpZ8u4IjzjuEi/a7hk2rtoDhzSkrHMSOJcDxsshVMIg2DIzUCCojAxOX+LpN4DgYpsENL13O0LPqZ31NKQex+2mt+eKt6eQ0zSaUEuSaYXfiZmZCOISqrIJY3Ctj47pg2yjDQCvFtjMx2nW9Y6+2DUrzafSN7e979Y28d+1+BdWVTFi7jONad+bR5RP4cN33FBenYSiXQFDhmjZ2pYVOmORkV1FUlEYoFEdvigAKt2U1jmugtcEZHXpwz8Cj/R7S7ybza/f7btoKyrZWcsBhXThzyD3EtmyFiiovqUNpnLj3noVSkIjj2k7tWszFSImgMzMgtwFGJMgTr4yibfv6WY5L5tbuF48m+OztmXTr15alM5bx0KinwbK8z4gKdG0B/W3zy62uBtPEaNIIBejyStyaGgzLpFnnZjw/+y5/B/QHyPzasdkT51NdXsM3/5nNl29N804YbytFU8vu0hJj/RZUoxxwXPSSVeA4tO3Riqe/u9/H6H/db/3dW3dP17eO67XLP++iTt/s3eUglFK5Sqms2v+OAIcDS4ApwCm1LzsXkNtC/0+jFjmceMXRZDRMJy0rlW2fMrTWOAnHy512Nc3a5HDOrSPQtcnU2nVxa4u0a63Rrsug4/v4NxCRlA44ogeDR/TDDJgEQrV1fpVXg04DOhYF1+W4i4bSokNjlHYhEEBbFlrXfuiNxWjQqlG93QAWe0Y4NczxFx9Oy05NSc366YKvtcZN2OhYDB1PEE4JcNE9Z+HGYl7/km0fTlwNjo12HQaPOMC/gYik1K5na467eBjBkHcKZnvzG6VwEgmMjDRUSgq9D+/BUecdgnJd3NJy3OJS4us3e8cWAddxGXiSzC/xE6UUQ88YSM+DuxCOhDAMBcEAANo0cLX23q8cm3NvOZGgqdG27a27XBfQqEgY0lLpPbRnvd0AFntGo5Q0zuuyPzmRVNIDYVzXW3O5rkEsodH5QYzSAO0bh7m066EoRxHHwG0QJ55mk4hZuK4BWnFM605+D0ckmd4DO3DI8N5YlkkoHPCyf2tpK4AyDdCao889mI79OqDCYUiJgGHg1sQwLAujtJIMx623G8BizwiGAxz7p0G07tyU1G0lQ7Yldjju9nVVKCOFUXed7s21UAi3rBynuBS3ugYcFzeWYNAxu75hJuqXA47sxZBTD/L2r7bRGp2egtssl0YtG4Dpomui6M0FuD+uQ1kWKhik12Hd/Av8d9Akdyawn+Ug8oApSqkFwGzgM631R3iZwNcopVYCDYHnfYwx6f31mYsZedMI706K63rZv4aJYRqceNlR9Dy4C3956FxSMiMQi6Gj0e3fm5aVSjO5mIvfkJqRwqs/PkZW40zvRoOhSMsIg4LU1AB9hx/Abe9cw36DOmEk4uiKCu9irzVozf6HdiNZThqI5DPs7IMZ/fY14LreQlFBMBJEGTDs7MG06dqceybcSFZOGsrw3te2HVk0FPQeup/PIxDJbMy0f3HAUT29ZnCuQyASRhkKMyXMMRcN5dgLD+XYCw8jmBKqfe/6qVZr6+4tpEu1+E2tuzXnxQX3Q7j2Jqntkpbina5q36s1bXu25rEZd9KiS3OUnUBXVXlrM7y65gef3N/vIYgkdm2X4xjV/ggwXDA1hnJR0SCmbTGy+QC6NWjHPw8+nFQdwa0JoLQCA5SGtECATg1y/R6CSFKhcICxk64jJzOAG4+jbZuUiJe1GU4L0/+I/bj2qQvpe1RPgpEwRnq612cGUFrT68C2sq4Xv2nwyf2565NbMFMjEAyggUCK16T+4ON707JLMx78fDQNG2diOA7Kdbev65Wh6DtM1vX7iisePZ+Ofdt5a6iUMDovB5WVxuDzDmf0bSeTmtMAp3MLjMaNUIZCGQZ9j6x/TXUdjF1+1JWkKQfxR9T31Pg/qrqihhdueYOJY6fQqGUuG1cW4DqOl//ralKz04hWx3HjCe+oYu1msYEmMyedV9c8STAU8HsYv4scvdjzls5ayVN/e50fl+XTuHkOaxeuIdCoIXY4jKqohKKtXoa5aXlZ5rVzzGqcy6l/OZw/3zzc7yH8LjK39jytNeMemcAb93+EFbQo3lTibdrVZp4HwxaJWAJlmrjKgEQCABWwCGWm8/jU0bToUD+zzWV+7XkF6wp56tqxfPvxPNp0b8nyBeu844eJBGgIZGaA62JX13gNCXXtRrBSdBvQkTFf189yI1IOom7MmLKEZ25/l62L12DiUFkewwoGcG0HMxJGmQZ2ZRXaNFGWt0mModDl5dz8xl8ZcupBfg/hd5H3rj2vxk7w0PdTeXvNXHJC6azZXIUTB4KglSZdh6iJOmhb4wZddNhFGV6DuBSVyrTTLyY1EPR7GL+LzK89b8W81Tx50+ss31hJs3SLNT+sw1AudlUUZSgCjXJwEg5OeaWX3GGaKMPASEtl+AWHcOk99bOMoMytPU9rzUcvTeXVO99HJ2zKtpR6ZUcy0kCDhYtTE0OZBk7crl17aVTAwELzyLQ7adezld/D+F1kfu2aDSs2c8dpD7NxbRF2+1bo6iiqpBIjYKHTUoinW1jlCaiOomIxUrPSeH7qrTTITfc79F/4rb97y+4Z+oZ3d306XNFlyt5dDkLsPinpEboN6ESiJsG6pRshYG2vS4frkJIexgqYaNv2NoABHAfXcSkvrpSOnOJ/6tyvPa5pEY/ZlOVvRSdsEsWlsHodurKKBo0zscIh74gPgO1ghELYhVvZ9OMWf4MXSU0pxcAT+lFdGaO8pJpAOIDeVt9GgXY1wXAIHQyiwl7TJQwT7bjEEw41ldH//QvEPq1Ry1yats8jEU2wccUmSNhoFEZqGiocplHzBijleuVGzJ8th7Rmy9oi/wIX9cJBh3Zh64KVRMuq8Ariu+j0NFSTRuhAgHBKECMS8Y5WG4Z3Y94wcVs1pXBzic/Ri2QWsQIcmNcC20iwLloEaQm05aCVl7iTGrIIWgZuxAULiCqotEgUW9Tkx7Fd93//ArFP69CnDWaLpiQCQUrLoqA1biCEldcElZJCdqMMjETM68fgOmAnQIFbVcVGWdeL/0EpxaBjelO2qYSK4koCoQBuIoFTXIpTXIJ2XALhgFe+Uqna66ICK4jtKqrKq/wegqgjzTvkEa2MEq+KYpTXwJZi3M35OKVlKDSBFZuhoAgyUyA9lZqEQzwa9zvsXZLMmcCyCbyXyGvbmINO6Ev7vh1AGSjrpz9talYq8epf7+bqOJpls1fVVZiiHopWxzj6nEHsf1hXSjYUeQvCaAytNWETXCuAHbO3nejBiIS9xnCRCEumLCAeS/g7AJHkNEedP4Qufdvi2K63GMSrQNK4dS6OYXjNLfEyDLzSNxodTzB3yiIf4xbJznVdug/sTP9j+hBKCXnZJrW16gzLwo3FiJdX/+L5bUoLyylYv9WPsEU9Ub61gjNuPJEeQ7pSUxn15lDAO1WV3TgDO27jbqu9qbXX2NIyUS58O32lHKsW/1PTlHSGNetM14ymYGiMiPZqPijISAkTxYZthxccA2UrcBVGkWLe5k3+Bi+SWjwaZ9hRXek7oB1l6woAUIGAt67PziRRXEoi7mzvCaJC3k14FQyyYuYyYjX1ayNG1K1Ewmb4X4bRtX97nISNMk2vp4eGRs0b4tgu265+Co2R3QCVlgrBILO/Wupr7KLuOLbDCVcdQ+t+nbwb5bHaJuCJhLd2Cge9k+vFFaiqKDrhsHpVoc9R7zyvRZexy4+6IpvA9dy7Yz7mjBYXc8WAW1i9aCMdejSnSbMMbx9FKTAM1v6w3vsAYprbazttb1ltmoz5y7N+hS+SWGVZNbedeB8nNjyfhy98im592tCuT1s69G2Hl6YJNVUxyspiXiad623QuQkb01C48ThFBRV8/Z+949iK2L2+/WguF3S/hnM6XMmkF7+g35H7kdsknZwmGWjbxrVt1q8pwnY0yrbRVdXe6Qbwss4VvHznf2QjRfwX13V54pqXGdHoQm474V4CKSHaDu5J+0H7oeMJ3FgMp7qGzSu9jCZt216JCMCozQi2teLF2970bQwiea1btpGrDx7NqS0v5ZU73+fg0waS16Ulbfu0w91agltWTsHyjVQXFHvrsHiitva5gxEw0UGLhRMXsPqHdX4PRSSh11bMZuh/HuL8aY+wpGI1PdNa0dzIIWiaYGhQLisqitCmDShwQMUUSoMRVzhhuGXKZ34PQySh6soa7jhjDCdmn8/9pz9Ah5ygt67v0wa3vAKdSFCztYytG7ZiRsKYDbMxGmShHQfTUGjbpnRTMZ+//o3fQxFJaN6Xi7l4wGjO7nAVE176kgEn9adRh6bktc9DRcKocJhNqwtI2C7KMGqbPhvomijKcXCjUd586nMSCTmhvLf7z/hvOWLEvTz92Odk5aTRUNegGmShGjRAp6eja6KQmYlqmE20Saq37RAM8Mw9H/kd+i5QOL/jUVek80k9tmbJRp6+dqxXVF0ptm4o4pNnNwCQnp1ORaLKa6YEqEgE7TioeBxtGICmYYtcyksqOeGyI3wchUhW9//5Cb79YHbtV4pxj35K+dYKlFKY4SCOW3tjwXFQ4RA6HgdXo7RLJKAxUoKkZKTS7cAOvo5DJB/XdRl90v1eLTAgXpPguRtfBa0Jp0e2N4qgugYdDHqN4wzvQ67WmiYtG1JUUMGgEQf8VwanEJ+98jXjn5xUO40UC2evpoIgCohkplJTWgHKqM1yMrxawFqDMjAjEVJTgiSicYadc7DPIxHJ6KYj/0XBuiJv/qSm8tTt7+FG47VJcwqCIYy0NNyCQnTChoCFEQyAYZCTk8bW9YXktckmr5005hW/tLG6mNFff47jGITSUgkaZby8cj4A2VkWsUQUbAuNxkp10DGNWxnAioIOQcPcFEpqqvlTz14+j0Qko0evfIlvxs3ybp5rmPDSN5SV1aAA09A4VdWoUAhtWTjlFRhpaV5D8USCSMggEYwQyorQY3AXv4ciktDoMx/HjtuoUJh4ZTXPjn7Haw6nNCRsQIOjYFujZ1WbkxaN0ahVNoWGS9+TD8KyJEdxb1ZWVM6/3pmK2yRMSjyT+R/OAtdFpaeiGjSAhI27tQRdXUO8W3PijSKEQ2HMoipOOrv+9FLYlgmcrJI3MrFD2Y0yiWR6d0cC4QCNW+Zs/7eK4ortGylGMIARtDDCoZ82V1zN1nUF2HGH3KYN/QhfJLm+R/bafhSsZbfm3pwCNBptmBiW11E4EAmgLJNQZqr3766mLL+UaEkFpUXlNGmV879+jdgHKaVo3iEP8DIv9z+ip3dKQSmi1XEvOwC8TAHb/qlhF4DrsnllPonKGuyqXy9zI/Zt7Xq28o6woklrkEKivApdU4NbXe1tANcKhIMow8AKBQEFpoGjoaoqTrSyhmbt62fTQbFn9Tq0GwAqGKDXod1xgyEwDbRSGJkZ3prLUKjaGwxWZkrtpoumYFMpjmFRFldEUsM+j0Qkm6xgCrlZELBscjNiZKvWEHBRAZfSYgcqvXIjZgDMoMZMdyBkY6e52OkuW2KV6BJNXiLV13GI5LT/sB7br4157RtTnr8VHAftumgrhBH0bpYGg16Ch+XE0SkRCIWoLI8Sq4xSoS2ad8zzeygiCbXq3NQ7eewkOOD4vrVNnjXxiurtPYmUYaC0Rim8HWDLhFCQ/LXFuAlNbPl6Se7Yy0XSI+RuqcKstknLr/DmhgLdKg8MA5VIQDQKxaWoVRtJW1OFW+Nim1BeWul3+LskmTOBZRO4HstomMb4rS8wyX6bCVWvYQUsTMuk99D9vDdWrWnROY+rHzufjKxU3Fic3BY/25BTCkwTMyQJ4eK/HT/qcCbZb/GZ8zaj37oGyzKxTEXbnq0B70j+AUO7csUDZ4PWJGI2Oc2zf7p4myaGXMjFr1BK8cLih5lkv8nE+Bs075BHIBKi7f7tCQS9mwsNmzfk7NtOpXP/DoDCUGr7UX0ADAMDKQUh/lv7Xq35tOplJkZf493853ASNkZZGT17Ntv+ms792nPj2EsJBE3sWJwWXZphGAZojXa8o4gNGmf6NQSRxK5/8XImOW8zqeY1jrv4cAIpIdKaN6JBXgMAgiGTw07cn+FXHwPpadiNGhJJT2FbHS7tuhi1pW2E+LlUK8yMk25k+Xk38c2x/8JUQawwDGzVDFyF0or22Q2486AjyLUycCpNcsMZ6BRAg7LBTICWTDrxKw4fOZCJ0VeZlHiTez+9DcNQGPEoHXq38l6gFH2P7MG1z12CMk1sW9MoKwjxuLfaCgRkg078pse/uIVPip7m04qxtOvZBisUoGXnpgQCXpJHVm4Gp11/PPsN7oTrOLjRuNeT13G8y6NpYYaDfg9D7GHBUIAJk/7BrFeu56ZbTsQKWgTTI5CWgpubQecD29GwWQ4Eg6RkNsSwXZTroiqj2OkBv8PfaVqrpK4JLLt/9dzPL8b3TLqVxTOW88gVL3g56EqxfslGxlzytNdwyXUprK7GtEwatswhkpFCi45NOfCYPv4NQCS1bfOrVdfmPPzl7axZspGHrngJ7Wrc6mpmfjCH9YvXebV7XJcyO4EVtBhwwoEs/X49l9w90ucRiGS2bX5ddNcZHHBET95/chJrlm9BKZPizWW8etf7mAEDo7bZEgqCKSE69+9ATUUN1z47ysfoRTLbNrdMy+SZ+fezav4a7jn/CVQwhHZsls5ayWNXvkjcdkBrNi7fhBEM0LV/OwrWFnDIGQMIyocR8Ru2za9BR/cgvUEqC79dwWuPfAbBAPGyaj5/fRoNWjdG5WSDq4iFwwQSDn0P7cSPP6znH29c6fMIRLL6+br++UNOZU7hBu6Y8ylWk2qcmMHKaptbZk3EjQMJkyJdjWkqGqRFaFaRRpMO6ZzQR47ri1+3bX7ltW3MI9PvZPWi9Txw4VO4toPRKJe5M35k0+pCr3SgqyktrMQ0DQ46ticrlhdy/s0n+DwCkcy2za9zbjye7gd14OOnPmXtPA2GorS4irce+AjLMrwyb4CbcAiEAnQb1InSwnJufuFiP8MXdWTbPDn4lANJb5DK/Rc/Q9G3CyASZskiA601ZusWaK0wgayWaWQOyOOss4f4G/gucqQchKgLWbmZNOuQR/HGYgAMU6G19jaAa8tAaK1xHJfMnAzy12zluymLScQlI0XsWMf927J47hpAecf0a4/5bF67dfv8cl0XHQhQVuNSWpngu2krfI1Z1A/BcJB+R/Xk+6+WovBK2Gi8jDnH0T9rZGkQzkpj+ewVrFu8ns2rtvgYtagv8to2JhG3ScS8DF9V+95VEdco07sXrl3vWhkImhStL+LbD6ShpdgxpRS9DmrPVx9+522amOb2967i1fk/leAKWBAKsmrmcgqWrWfpt8t9jVvUD1mhCJ0yG7EpWgZAIOBdDF1czLQEoLycjwpFEyPCxtZr+S57ETVO3L+gRb3RvncbflywDre2eSWJOFprNi1e52VnAq6j0VpTWVRB0eLVzPlw9g5+qhAQCFr0O7w7cyZ+D4Bhmt7ayzCw4z9r/BYJEWySw+Iv5rNh/ko2LN/sU8TCD0opOvRtx9YN3t4VMe89aFtZQLRGl1VT+sUiNrw6k9L8Mv+C3cvIJvBepmXnZpx/55kMOvlAOvRu413Ua5vjYJqoYACFwrS8hnEpGRFMU6aB2Dl/+ttwDj7pAE68+DAMta2+tHdzAcC2XTAMUtPDuI5LdqMMH6MV9c2tr1xK36HdGHb6gbU1ohTadtAajKCJVgZgEE4JoQxFJE1qaoqdM/Ckfhx30aEc+aeDSU0PeTcWwhFUehoEAujarIRQJIjruGQ1klIQYufd9Pi59Du4EyPOHYCO1niNUm0btpZibNqCu6kAZSgyGqbh2g4ZOel+hyzqiRbpmfxtvyM4rFFneqW3BhtMq7a+ZjiOMjXKUVjaRAEpZhBTybpe7JwzbhjOISMHc8IVR6OqqnDzC9AJ26vdGgzgAiiD1MwUXNulQRO5Noqdd/vbf6XvsO4cd9lRqKzM7TdGlWlihgK4VhBMi5T0CODVixX7lvSsVC5/9AJ6H9nba6LruijbQZeUeSeNbQfLMgkELYLhelQOAnBRu/yoK1IOYi+jlGLkjd5RHTth88GTk/jgqUlsXLEFw7K8N18T7p98G3bcJhgObN8QFmJHshtnbj+qc/xFh/HRs58z7tGJgIkb9Zp09RrUidtfupjSogqy5IOu2AUDjtufAcftj9aa/Yftx4SXv+a7CXNRhkJrhQL+/ubldOjdBifhkJqZ4nfIop4IhgJc8egFAFzy4Dm8+9CH/Oepz6muSYDtAJr0zAij37mWiuIK0rPT/A1Y1CttujTjjhcvAmDAsO5MeG4Kn787E2qiOIkEACNvPYnTrjiSytIqMnPkBqnYeRd268eF9MN2Xd5YOY9XF85jZVExWptoA+KZDi+echqWpQi6XSjDAAAgAElEQVQYJiGz/nxQFv7KzMnglte88jSnXjucD174kvcem+RlbdoO2jDo3Lctt793HSVbSmnQOMvniEV90u/oPvQ7ug9aa3oN6sjHT09i3heLvcOkrkaVl3HTa3+hx8COJGI2aVnS1HJfNHzUUIaPGsrqhesYc91rLJ25EpWSAkrRsGsTnn37coB6lvyjkrochGwC78WsgMWIK48hlBLi0Stf5NDTD2LV9+s45eqjCaeEICXkd4iiHmvWrgkX3TWSBV8uZsOKzfQ+uielheVc98xFKKVokCsfcsXvo5RiyIj+NGndiOtnr6Fjr1ZEK6roOagz+w3s7Hd4op5LTY9w7u2nUbqllAnPfs6R5w1h+dwfueKxCzFNg6xcyXQSv1+3AzvQomMe875eimEaNGuRTUpmCidfOgzTMmUDWPxulmFwTse+pDkpXD/5U4Z37MCSiiLO69qHBhHJoBN/TOOWOVz091NYMmcNqxau54AhnSlYV8gtL1+GUorsJg38DlHUU0opBg3vS16rXK4afBtturcAw6Rzv3b0HdodpRShiOxL7OvadG/JqHvP4oZLxtI0Nw0TxbX3nVbPNn89GnB18jbSlE3gfcCxFw7lmAsOk46uYrczDIPHv70TrbXML7HbderThvEbHpW5JfaIq54YxZWPXyTzS+x2GdlpvL70QQCZX2K3O6lLV07s3EXmltgjHvroOlnXiz2iXc9WfFg2VuaW+E3derbko+m37hVzxEniyruyCbyP2Bv+RxLJS+aX2FNkbok9SeaX2FNkbok9SeaX2JNkfok9ReaW2JG9YY5olGQCCyGEEEIIIYQQQgghxN7MlUxgIYQQQgghhBBCCCGE2DtpDY5kAgshhBBCCCGEEEIIIcTeS8pBCCGEEEIIIYQQQgghxF7Kqwks5SCEEEIIIYQQQgghhBBir+UgmcBCCCGEEEIIIYQQQgixV9JIOQghhBBCCCGEEEIIIYTYiyV3OYjkjUwIIYQQQgghhBBCCCHqCRe1y4+doZQylVLfKaU+qv26jVJqplJqhVLqLaVUcEc/QzaBhRBCCCGEEEIIIYQQ4g/QGhytdvmxk64Clvzs63uBh7XWHYAS4IId/QDZBBZCCCGEEEIIIYQQQog/yNXGLj92RCnVHDgWeK72awUcBrxb+5KxwIk7+jlSE1gIIYQQQgghhBBCCCH+AI3aU43hxgA3AOm1XzcESrXWdu3XG4BmO/ohkgkshBBCCCGEEEIIIYQQ/shRSs352WPUtn9QSh0HFGit5/7s9b+206x39EskE1gIIYQQQgghhBBCCCH+oJ1t9Pb/FGmt+/7Gvw0EhiuljgHCQAZeZnCWUsqqzQZuDmza0S/xLRNYKdVCKTVFKbVEKbVIKXVV7fPZSqnParvbfaaUauBXjEIIIYQQQgghhBBCCLEjGnC12uXH//yZWt+ktW6utW4NnAF8obU+C5gCnFL7snOB8TuKz89yEDZwrda6C3AgcJlSqivwN+Dz2u52n9d+LYQQQgghhBBCCCGEEElrTzSG+w03AtcopVbi1Qh+fkff4Fs5CK31ZmBz7X9XKKWW4BUxPgE4pPZlY4Ev8QYmhBBCCCGEEEIIIYQQyWcnMnv/0I/X+ku8fVK01j8C/Xbl+5OiMZxSqjXQG5gJNK7dIN62UdzoN75n1LaCyYWFhXUVqthHyPwSe4rMLbEnyfwSe5LML7GnyNwSe5LML7GnyNwSe5LMr/pJ49UE3tVHXfF9E1gplQa8B1yttS7f2e/TWj+jte6rte6bm5u75wIU+ySZX2JPkbkl9iSZX2JPkvkl9hSZW2JPkvkl9hSZW2JPkvlVf+3umsC7k2/lIACUUgG8DeDXtNbjap/eopTK01pvVkrlAQX+RSiEEEIIIYQQQgghhBD/27bGcMnKt0xgpZTCK1q8RGv90M/+6QO8rnawk93thBBCCCGEEEIIIYQQwk+SCfzrBgLnAD8opebXPnczcA/wtlLqAmAdcKpP8QkhhBBCCCGEEEIIIcQOaep2U3dX+bYJrLX+Bn6z+vHQuoxFCCGEEEIIIYQQQggh/oi6bPS2q3ytCSyEEEIIIYQQQgghhBD1npaawGI3Wbd0E+8/Ponqihq/QxF7oanj5/LtxAV+hyH2QuVbK3hvzMfkr5E+n2L3++HrJUx49nMcx/U7FLGXsRM2Hz41icXfLvc7FLEX2rgyn3GPfUplaZXfoYi90LSi75lW9L3fYYi9UGVpFePGfMyGFZv9DkXUAxvWFPH+K9OpLN939rC2NYaTmsDid5s9cT73nfsYlVUxNCblxRWce9vJfocl9hL3nPMIMyd8R9QKYQQCvDTzDnKbNfA7LLEX2LS6gJtPGUPJxiKqi8r4etxMxnx1h99hib3EuDEf8dqd71FeXIUZsEjPTmPwyf39DkvsBWI1cW4a8RCrf1hPVX4hwXCQjypf9TsssZf4/stF3DlyDJUVUVwMCtZt5ZL7zvI7LLGX2FB8PUVVE3l6fV9KnQye3P9mmqU08jsssRcoWFfIDcP+ydZNxUSrY3z2ylSenHuf32GJJFVdUcM1Q0azemUBqnVzCreUMuq6Y/wOq85IJrD4Q75442tKC8qwq6I4VdVMfnmK3yGJvYTjOHzxxjdUllRil5aTKCxm5oR5focl9hILZ6wgf20R0YQGDSvmriYWjfsdlthLfPTMZMq3VoLWOPEEn736pd8hib1E/toilsz6keqqGNq0iCdcVi1Y63dYYi8x9d0ZlGwpJVETw3Ucvho3y++QxF6kpOpdlC6mbbiAoBFlWuFCv0MSe4lF05ezceVmolUx0Io1SzZSUxX1OyyRpNYv3ciq79fgVlaj84uY9fF3fodUZ7Y1hkvWTGDZBE5yruuy8Oulv3guf5UcqRa7x7K5qzFSU1HBILgatOadMRP8DkvsJWZ/Oh83GsOtqgYgHo2zfPYqn6MSe4OqsioKNxb/4rmZH8sNLLF7fD91EU5lJbomCq5Gu5q37v/A77DEXkBrzYJpy8GywLRAQ9GGrVLORuwW+dU/Mrm8AzMq27Is2hjLcPlwsyQPid1j7mfzvXPuAEphx2zmTJSSI+LXrVm8EVAQDmMYJhuXbvI7pDqltdrlR12RTeAkprXmiatfJH/1T5u+ZtDkgKN7+RjVr7MTNrefdB+3HHcXccn0qxeK80sZfeoYtOOilEEkI4VgegqXjTnX79D+S37Ncl7+cRQ/lMgGdX0x4+O5TB03C+IJlKsJpoZo3LYRXQd09Du0//LCLa9zWb+/sWVtod+hiJ0Qj8a55bh7iFbGUMEQZjiMFTQ57frhfof2X0oKyrhq4C08ctmzfocidtK6ZZt48vpXawu6uUTSQkTSQ1x410i/Q/svU9+ZzoXd/8r8KZLpVx9orXnxH++ydtF6sG2wE1gBg55DumCayfWRzHFc7rzoWW4+7REv608kvZhTwscbrmNjLINPivfDUhG0DnFB61P8Du2//LhgLaN6Xcv7j8i6vr6Y+9n3THzxS4yUFIzUVELpEXJaNOSg4fv7Hdp/GfvmdC68aiwbNpX4Hco+q6q8mn9f+ixmZgZmWirKUAw8vk+dx6G15v4/P841h4yu8/r7LmqXH3UluVYc4hfmfraA8U98+ovnHEcz+7Mf+GTsVJ+i+m+O43D32Y8w/YPZzJ30PeuX7Vt3eeqrhy55jvL8EnBcNJpYTYJ4VQ13jHwkqZqUrCwt5KEFj7M1uoa5xe/6HY7YCeVbK/jHKQ+j4wnAuwAnojZb1hRy73mP+xzdL707ZgJv3vsfVsz7kTkT5/sdjtgJ4x+fyKJpS9m2VnJdjZ1wefOBj1g650d/g/uZqvJqbj3+HpbMXMGHT03CTth+hyR2ws0jHsaNpIDyJlhNRZSaapvrT3zI58h+adbE+Tx00dOsXbyBCc9N9jscsRMWzVzJ2w9PAMfZ/lzCdpk/+fuk2gzTWvPgxc/wzYffsWD6clYv2eh3SGIn/FD0LxxdQNQNoIBqx+aQtAW8tvIRSmLJs67ftGoLo0+6j9UL1vHuQx/6HY7YCTWVNdx87N0QCGy/NsaqohStK+SO0//tc3S/9N642Yx9czorVxcwQ04f+ualW9/E1gpMEwC7tJypL33O0lkr6jSO8U9MZNJLX7J4+jKW1GGTX62TuzGcbAInsRadmpKelfbTE4ZRO6Nc/n3JMxRvKfMvuJ/591+e5at3ZoCGXoftR9serfwOSeyEPod1w7QM3ETCO9ljmRgZ6djBMP+64Bm/w9vu5C+e5qPl2Xyf34yDci73OxyxE1IyIrTu1hwcG+04gEZrFxUOM3X8d3w3ZZHfIQIwY8J3PHvrW2grQIO8bA4dOcjvkMRO6HRAOwIhC7RGBYOocNBbZCZs/nbEHUlzGuWqgbexfPYqtKs55ZrhWAHpxVsf9D6kC8pxICWMysxANWkErsOm71bw8oMf+x0eAFXlNYw+83FqquOYAYvz7jjD75DETshrlUtmo0xvIyUQRAVD4LqA4slrxlKwvsjvEAF46rqXmfzKV7jV1XTu2ZJOfVr7HZLYCTmR/jQ0Y6RSQ3k0wMqtOUwu7UIoEuXOhclzA35Ur+vYUnvKddT95/gcjdgZwUiQdj1bgeviao3r2OA6YJh8+8Ecvk2Sclzz56/l4bFfEleatIwIRw3t7ndI+6weQ7pCIoEbj6OjMZRSKGD0iAfRWu/w+3eHgg1befyqFwFIyUyl99D96uT31geyCZzEGrfK5d2C50nLSgPDQJkmqvZuiutqpn2SHDV4MnPSATBMg0vHnI9SydsJUfxkxJVH89Scu0G7GKGQt4niejXp5k9dSjya8DlCT2rYIKoDbCofQMeM3n6HI3aCFbB4as499BnWA4yfvR/UXvTff/QTnyL7pUhaGAwDw7IYdf+fSEmP+B2S2Ak9Du7KO1uex4yEUJaJUob3HgZUlVWzNEkyPzJy0kEpIukRzrz5JL/DETvp2sf/zNUPjMQwTVRmOkY4hAqHAfjgtek+R+fRWntxBQIMGTmYpu2a+B2S2AkN87J4c/nDNGyeg2EYKENtX9drV/Plm9N8jtCTmZuBdl1UIsFf7j4dw5CPi/VB64zTGNLiQ76raM2Wykxq7CAFVelo4IeSjZTFa/wOEYBIqne9zmvfhEEj+vscjdgZpmnyxOx7GXTCARjBAERj22sDa+C9R5JjXR8KB7ASGpTiwrMGkZ4W9jukfdbgkw/k0idGeRNEay+ZESjJL6WipLJOYjBqP+OhFCdfc1ydJ2NITWCxy+LROC+NfpNvxs3kb69esT0DOBiyUKEA7Q/qyuDjk2NDLBQJMWhEf8YVvUDLzs38DkfshFXfr+XJa8cSSQ3T69DuuNEoynUgFkVFo5x9/TEEwwG/w2RLdQXdIp24td9QJp14kdxgqCc+fGYy7zz0Edc8czGBgAlaEwpbkEiQlRXhT6OToz5dWUEpfQZ14Klv/8nQMwb4HY7YCSUFZTx17VjWLFzPWX87AR2Po10XnAQYigOP358u/Tv4HSbxWILmHZpw7KihvF/8IukN0nb8TcJ3c79YxAt3vM/AE/uRnZ0CVdUYiQRmJEyoXUuuuic5Mm7z122l9+BO3P7ONdz00qV+hyN2gp2wefkf7zDlzWn87flLwPI+goVTQ6igRatuzRl69sE+R+kxDMWA4/rw5vonaSen++qF1ZVbeHjph0SdAP2zu5AVqSFkOVQ7Yb7b0oJhjY8jM+j/je7SgjL2O2Q//nzP2by8/FHM2psgIrl98vznvH73OC579HwC2oZAgGBqGNBk5mZwwb+S49pYUlTJgV1b8PxdZ3FiEvZQ2lfUVMd44dHPaNQ+j5S2TcEyvZOhBhxx7sFkZKfXSRxVpZX0OaQLt775V866aUSd/M6f7HopiLosByFnE5PU9PGzefOe/+A4DpkN0+mwfztWLVhH0/Z5NMhNp7Ksmrfv/Q/5q7dwxeMX0aBRZp3Flr+mgNHD72X98k2c8/fTGXv7WxiWwdJZw9h/WM86i0P8fmP+8gzLZq9ixgdziFVFCQUtXNdh+F+OYPZnP1CwtpA7Tn2Qjn3bcsaNdZvBNn7GIv71wRekpgQ5eEAbvly4irlbNvDnzpItUB/krynk8ateAmD8i1/Toldb1s1dgR23OeaCw1nw9RK+/uR7xj75JedeNYz2XevuxlFVWTUPXvIs08fN4LCzhzBj/GwqS6voPrATbbq3rLM4xO/33kMf8t7DHzHxpSmYlkVeqxzyVxcy8MR+bF6xmUTM5vErnsPVcMVjFxAI1t3NrCUzl/P3kx+kpjLGyBuHM3HsVLTtcO7fT6NB46w6i0P8fndd+Cw1lTGmvvUNhpNAVVSiDMWIq49h2kffsfirJUx6aiKHnzWYISfX3TXJsV1effJz3hnzCa07NiVkuCyatYpENMGAY+SDbn0w65P5vH73+zgJh4btmtKhZytWzvuRnMaZ5A3oSEl+KePGfMzGFZu5/NE/k9OsYZ3FVrhhK38/5UF+XLCOs289iZdGv41hKBZPX8aA4QfUWRzi93tgyXjmlfzI9KIfCFuVGCqVSMjmtFb9mF+6lGqKuXrmu7TLyOWKLkPqNLYpb03j4VFPE0oNc+g5hzB94g/M/WIhI284oU7jEL9PyZZSHr74aZRSfPT0ZPJa5bJpTRGuqznh6uOZ//Vypn04h5f//hZn33YKXQ+suwbQNdVxHnroE76YvoxBAzrw/cL1lBdU0n5qYzp1zquzOMQvfT5hAW+/PA0FhHFRVZWYwQBNe7SjQBlccf+7XDxiIN3b7f6/UXVllBuGP8Dqhetp3iqb1QvWUlpYzpBTD9rtv2tH6jKzd1fJJnCSatAkyztloaGsqIJozCY1I4xCM2/yDwAsn7UCFPQY0o0TLz+6zmK7etCtbK3ttvnqP99BGYqs3Ay6Dez8i9d9Pe5bXrj5DS4dcx4HHJUcWcvCO0baqGVDls5cweZV+QA0aJqN1vDZG9OoLKlm/ZIN6Hicr9/7lpOuPIZQJFQnsc1dtoE7X56M47gUxWw+eW8JGTrAKV1/WcPHdTU3vvQxW8ureeTiE0iro/jEjgVCFpHUEFVl1RSs2QLhIGlZ6WQ3zeaT579Aa3jr2a9Q4RDBkMVtj5xdZ7E9eNmLTP90Aa4V5LOXp2IFLKxQkMPOHPyL161ZvJG7L3yGw07rz+lXH1Nn8Ykdy22ZA0BlSZV3tMw0SM2KsHzWSvJXF4D2StoYpsHQswbTc0i3OomrsrSKa4bcjh23QRm89dAElBmgU78OZP2/m7Sv3/UeU96cxq1v/pVWXVvUSXxix+yETW5eBquXbGLT0vWAJqtxNoHUEP95fBK2C+Me/ghczYp5a+p0E/jD9+bw+qsz0OmprPx+NWYsjnJcjj33l+9dVWXV3Hr8veQ0z+bm166U0zNJJKtxpvf3MAyKN26lqiJKalYqVtBk9ideU9IVs72GOV0O7MjpdbhBdt3h/2TTqi2gXV67ezxmKER6Vgq9Dv1lPc2ZkxbwzC1vccHfT2HAsbKuTyZt01JZUGpTEi/Asl0ahYNEXZPVVZNYVx1iRVkRpdUpqI2Kc9r1I6uOsoKXzl7F/Rc+jR23qako4ZP352NkZ3Hoib+8eaW15r5zH2Pjqnz+9eHf6ixTUOyYYRmkN0ilfGslhRuKKdpYTHpuBhkN0vj4pa9AKd68a5lXL9hxuefTW+sstn/fP4EvJy7EDSg+n7kCnR1EN49w5NE9fvG6tVtKuP6Zjzisd3suOa7uNwP3NY3zMnETNm44SMIIE27UECMWZ8PKfBY1DGA71WileOy6k3f77370hjdYtWgjWsO69WVY2VkcPPKntdLqJRu595IXGHpqf069/Ijd/vu30VCnmb27SjaBk9CKuT9yy3F349o/dQ+OWyESoQiVSzZ7tVt/1lm4afvGdRpf0/ZNtm8CJ2q8BjxHnHsI4RRvI27KW9Mo2lDMrE/msWH5Jj5+ZrJsAieRRy9/jq/envGL50q2lKEMAxUMek8YBhgGeR2bYiccQnV0giwnKxVcF2VrIlvBtFzMsMnp3b0M82gswctvTadb52ZMnr8C0zBYsqGAAzrIRkoyKCko4+ohf6eytMprHhyNomtqqHA1FSVVKICAhVtVjdKa9m2z0VrX2UZFm27NmfbhXHQiAa7GsV32G9yZvDaNAFgycyXTP5xDMDXCumWbGP9/7L13eFTV2r9/r12mpveQ0Hsv0lFBxCMWRJRiwUY5KCr2gu2AKCp2wN5FsGPBxkEUUUCq9N4SIL1Pkml77/X7Y8eg79Hz/jxvMvo9zH1duWAmYc9nyJq113rW83yeF76JBoH/Qnz3/mrmX/fK8Scsi8oC+15UhbD9p+s86hRNIblJUsS0OdwOYpNiKC/2AVBbWY1QdUbfdA5CCKSULH76c+JT4vho7pdUFlexZsnGaBD4L4JpmNw16gkObcnB8vvr/csrCsrsTuhCoLhddY0uoU2P5oSCYRzOyGSaZzVLQoYMRGEpssIHTp2E1Dh61zW9KS2o5MMXv6F1m1R2r9uHudri+nkTiEuOBlL+Chzalcc9F83HUjUIBZCBIEGHg7DHTdX2IwjLApcLdBVhGGR3aBJRfdntmpC3Lx+kRbjGj3A4OO3iQfU++T8s2cixg0XsXLOPY/sLWfLyt9Eg8F+Id3PfZ0vVN8TqblQVBLA1X+BxhOmeeIQ4NZsq6cSlh0lUE9CVyDRlAkhMi7PnUIcDISFcUISemcaIiacBEA6FWfjIp3To14blC1eiaiq71+6n71nR8fVXoKrMxw0D7qaqtNqOP2DfD6tKa6gqqgJVQXU66++THQd2wLKsiPmIt2ydhulUCMfX3YtDJu3aZtC0LmFg59FClm7ZS5zq4EB+KYUVvmgQuJEpK6zg/rFPYCbGY8XaVmjhYxqy1gcOHdeWowS6ZdGpf+NUsTdvn4nl0DCapoKi4C0o5ZRRfTFNk4WPfk7R0TJy9ubzycvfNmoQGFm/lPxLIiLVna8x6d27t9ywYcOfLaPBGNvk75QXlNsT6s+/H1UByzY6j0nw0vakFvy0zM4IForgb1ecxrRnJ0VkQ7Jnw36u6zu9/vH1z02m/9m9eHzSC+zdeIDqMnsTPP7eMRzakcuRvQWYFhTnFHHO309n6uNXNJgWIcRGKWXvBrvgb/DfNL6O7D3GhA43/vrJX4wzoaqcPv4Uvv3kJyzTQvp8uLwu7lx4A4POa9T/5npG3PoihQXVoNjSPn1sIvn5lTwwZwmVmPhkGC0omXbjML7+ZjcVhyugKoRRVsND8y6jfefsBtERHVt/nBmjn2DNZ5vsOJxp2E9KC2nZ40vRFM679iw+fuFrCIZBQOeB7bjn7RsjUvoqpeRvjovtuRQ45cJ+XPv0Vbw7bynLF66iuqAMKSUnDe9GctM09m88SG1FNeUFlbTv15Y5X97ZYAvb6Pj645ypj8MyrV8/WbfxwLLIbt+EmsoaygsqAVA1hUvvHs34+0ZH5KDh1Xvf5u0HF9uNXIXgkWX3kpyRwKyLnqQkt4TqihoAbnpxCt99sIb8Q0UgBWX55Ux96krOnnh6g+iIxNiC/67x9dkr3zL/1oV25obPZzdJFdiHCpqG6nYz9oYzeXv2YoSioLjdpDZN5p4F19K+Z4uIaDwrZTJWTQCA+NRYnl/3IBu/3s4Lty8g5IkhbEjiE9z87dyubFi2hWq/xF9ZjcvtYN4PM0lIiWsQHdG5649zeZ97KT5WjjQtzPJyMC3UtBRwOrAKS3C7dbqd3oV13+xCVtcgkAweM4CbX5xSn2DRmBzZl8eEjjfVNwee8sQVDBk7iKemvsLOtXvxFdlz6rj7xpK/P5+cHUcwggYlJT6GjR3AjfOuajAt0fH1x6gMVTBt8y2ApCakE7AcSEvQMraYiqCbXH8SwzPa8cnhXAzLpFlSJU5FZ0rLKzktIzKB1skD7iVnay6E7YbTr+99ivKCch6a9BLVxRXUFFciXE5umHslXy9aRUleOaY/QG2Vn1lL7qTryR0bREd0bP1xHr5sLssXfm8/UBSEUECANOw1vqIqjLppBIvnL0XoOkJRaNejGXe/fg3pzVMbXZ+UkgEXP45igGJK+vZowfRpZ7Fo5SYWr9hGpRXCknBShyY0T0jgp8oiKkSQqio/rTOSeXf8RajRdX2Dcu/Ih/lxyUak24k5oAsiZOA4VgGhMF6PRlVtGCUhFqEonHFGR25+9OIGXaNXVdUyasST9t4AmDnjfJYu+J5N3+3GDJhgGAwY1oldq3cTdLgQHiePv30dLdv/Z9YUv/d797bNlB3mTvjD19t09uyIrOGjQeC/IDcNm8X2Fdtp2aMl+fvzCfjsrBShCBB1E1Xdxlcahv09TaPjgHY8/d3MRtc3bdDd7Fqz9/gTP2/CEWCZv/rZxCZJlOeVHf9RRfDC5scazH8zOuH+MSpLqhjbZDJSCvqOOZkNH/+IGTbAMlFU5dfeNT+PL/sBj33zD7oPadzS6rzSSkbe+jJKAKQKakAipET3S4QhCbsVjFiFqk4C3aMTszqA51gQpEQtqCSjaRJvfHdXg2iJjq0/zhsz32PRQ58QmxpPUno8OdtzsUKh+kxIwM4yt6zjc4aiEJMUywd5z6OqjZs58Nbsj3hzzmcIpwOryg70CMsChwM0DQJBpGkipEVmmwwK86uQ0j4cEU4HNz55GWde0jAN5KLj648zOn0ilcVVdBvSmR0bDmIGDfv3J7AzNH9nOXPhjedw9RNXNqo2y7K4oOUN1BwpBOSvD3F/ibC7FSNAirqGOKaJoql8Uv46Trfj/6wlGgT+42xZuYs7Rj6Goml0G9KRn77chOUPABLVoYPDhbQspGEikHZWW1128OvrZ5GW3bhZ5z+t3MWdFz+DcLmQtQGs0jKUGC/CMjGrfCgpyQiHjiwqJi7JS4UvhBpfl2VjWZx8Tg/ueeXvDaIlOjfnDfMAACAASURBVHf9ce6+eD6bvttNk+x4ynMKqan0o2SkIVQFs6gUGQwhVMW+T0rLPqhUFFp3a8Fz62c3ur7pZz/Ipu/2gBBYwSCoql25o6q2pmAIdA1F00jOTKAkpxgAaRoIAfPWzKZ9nzYNoiU6vv4YfqOWGzdfT8AQxMlBrCs/QJKrirYJJZhSY1t5OrUBnUq/G00xaZ9ehBBwzBfHE72u4OS0hgmw/h6l+eVc0nYaUtUhEEQ4HQi3y14XKgpWbS2yyoeWEI/D5SBQ6UOaFkiJDIdJzEjgvbyXGkRLdGz9cd5/fAkv3vYm3gQP6S1SObglp26Jc3xdr3jc9vpLVUBRwTBxOlU+zH8B3dG4RecfLljFk++tQrHAUsHwKIS8AolAagKpYycVKZCZGs9eRznSAVKRSIfk/pNP5/LOvRpES3R82bx+3zssfOBDXLEuwhkZYNpn6oQNLE1gZCcjQiZaTQjKqxg7aTAT/tFwthCvv7+aRde+gQgZGM1SEf4wWrUfaZig61BVhaoqGEE7xiHDIToMbM+872f9R6/3e793T9tM2eHpiX/4ej+d82BE1vCRydWP8od49MvpDJ80jJydeYRR7eAEIDkeoJOmiTQMFF1D6BpCUait8kdE39E9eccfOJ12eYhl4XA76oLUAs2ho2oKzdpl1J/E6E4NT6yb+JRoeeKfRXxKHG/nPo+3UxvW/3MrpmEiYmIQmo4lNHusqSrC6USoKorXCwiEqlB0pLTR9YUME0elhRaUqCGJHrKzUkyHQABa0EL3mZi6wLAsmre0N95CCISATj2jXaz/TC6/bwzXzp9IrQG5+wqRigq6jvi5+7MQdVm4dQFgVUHoGqGQgWmY/+7SDcKBnw4jq6qwikvqNrn23OTyOsGy7DlVkSiqghEMo2q2bodLR1EVmrRs/KyGKL/Pm/vn075vW7Z+txOzxg/hcN290EQoGigKiteL4vWi/iJ7rqq0utG1SUtSW1hm3w8V9VcBYKXuHo6ioDt0FEX8ymtT1TUyWqShNfJmKcrv0/3Ujsz99l5kbAybtxdAalJdIN9uyvZzAFiGQlimCUhwOlAUQVV5TaPrqyiqgkAIyisRmoqSlACWheLQ69dgBIIIAdUVtfWNCFXVzkrv2LtVo2uM8vvcv+Aazhnbh9zNB/GVVmFZFlYgiKWp4HHba2lFQWgaimqvo4WiUluX+d3YHN6ZZ9+bTQuhHp+HnB4HwrR38LrTXtenN0+xrXcA3e3A6XGSmB655tRRfo1b8/BY9yfYmd+RbwsOY0qLQ5WJbC3JYPWxbArKYqjyOWmZUkpKTA1ltTEUVMciUCgMVDW6PiNkQHYmtGkKGckIXT9uaej322POVRcUtiStuze3k5uEvbbv0LdhDhei/GeMuWUEt7xyDbVVfg5uzjl+2O7QQdMQuo4VDmMFAshQGAwTTBMzbBIOhhtd34FDxRhxKqGEun2GBDUMHqeCVEGYoEpQhULQH8ZZtx5zqiqKELSIT2x0jScaV8wcx2kXDyJoCgiE7QQbXzVWMIg0LNRtB6G0EgpKEIEQ/tpQg77+ll05KAiEQ0er9GPFumxrhngveF2IX2Z+18Woeg7u1KAa6i6OJf/4V6SI7jj+gmi6Rm2lHzR7M6m63egujZBUkYEg8hcmI64YNy9smM2+zTl0Hdg+IvqGjT+Vj+Z+AdgZclgW7ngPgeqAncEgFBRN4cZnpzBoVF+EIigrqCCjRao9OdcFVqL8OSSkxRMoKsMqK7etnQyDlFZNKDlajDQt2xtYUZBCcNFtIxgyqg9FR0oi4s/VIj0Jr6pRaxioobqVhgUdO2SyY38BSshCMwVnk81Fo/vTv1lT8o+VExfvxuHQ0PTo2PozEUKgCrACIZASRVORCijSwvq5akFR7OlLETy79kEqS2tIb5YSESubEVcP44cPV9sPgiE7K1mAI8ZNMGQhAUVVuWLGWIZecjLJTRI5siefZh2aYBpWo2c0RPn3eGLdVJX5fhVgTcpMpLykGoSCQEVoGhJo3aEJdy24noNbcyLiSa9qKu16tmDPhoO/eFIlq006x+oOToUiSMxMZOoTV9B/xElUlVZjmhYJKbEoqhIxD70ov01MghcpBOgawhGD8LjwOhRqgxIUgVCFvf+1JDfPu4rmnbIwLUmbro3v69x/eDeEZSKFgvAHEJqKpSo0b5HEgcpqQEF16Zx15bkMHz+INj1akruvgMzmti9idO76c1E1FX9t0A5+SQmYOBWLkK8GETZAUxGmXdqsOR28vPMRDmzNpUMDZdf+bwyfMIRFD31yPNnEkrgTYggHQvbYtwTCspj2zEROHtkHVVcoOVZOk9bpSEtG1/V/MrF6PC3jD5MTirHtd02JJrPx+WswDRVNsXBpBi7N4OTEs7ig2UkUBMoZmNr4+8b05qnEJMfhC4TtAwYhkELQrksT9m48bKcEKApd+rfmotvOo9eQThTkFOONd+PyONH06Nz1Z+NwOupt3QCEqqBpCmHDns8E9twlQyGe+OY+wiGDpPSEek/xxuTs0b1Z/MABEHbCEApIVeCMc1Hj8yMkaChMPrM/Z/fpQGZiLPvKSmmblIwhJQ41Onc1NEIIgqaCkhCPUBQsgJqQnXRmSaxgGDWvhFtfnoI7xkWfM7r+b5f8Q5w1rCu7nlsJFuBxoxdXoTg0CBiQFEfzQZ25Y844UpokEgyESEiNQ3c0zh70r2y4EN1x/EXpc2Y3ME2yW6dxx0uT6Dm8F0qMxw4MW5LkrEQSMhMZd/t5PDX1NWaPf4bcX2boNiJTn7qKy2aMsbNPDAMZDpOUmVDv1SgUwUtbHuOMywfjiXXj9rrIap2Bqqr1C0XLsnj17kW8dMcCLMv6dy8XpYERQtAyOxZVUxh4Xh9uf3kKuBzgOn461rR9JunNU+nctzXXD7iLZ2987V+9OBuJj9+cSprbBYbEFFDVUnCssNIun1agX/9WPDLtfPo3szfemVmJeGNc6A6t3lMot6qCa7/5lB+OHY6I5ijHadujBQT8xCd5mfLwRYycMhQjZP6iuZKTlOxkBo3qx5rPN3P3+Y+x5vOfIqKt1+ldeXTFTDs7WVFASryJsVRXBeysZIfO9AXTuOiO80lrmoKqqrTolI2iKL8Koix9/VvmXDkfX3njZ5hG+TV9h9sdxTv2b8u9791MequM+s+9NE2atkomPtbBmJvOZfrYeTx56ztURiATGGDuqln0Pas7IEHXUZxO9F8cbqRkJfPM2ocYdH5fVFUlMS2elMxENF2rDwAHaoI8deObfPrKtxHRHOU4cUkxJCR5cWkK547ty7WPXErQH7YbSdadvWe2zaR1z1a43DrT+k/n3Qc/jIg2d4ybhbseQzgUZKwHS1XRdI1D247YwsIhLrxmGFPnXEKbHi0BaNY2A92h/Wru2r5qN7PGPkHOziMR0R3lOL3P6IricpHVrgl3vHkdfc7oBqFw3cGCRVyim/gkLxdcN5xnpr3KzAvmcHDr4Yhou+K+MUx++BK7sqIuUJ2Y6sUwTLvCT1V4dt1szrx8MN54Dy6Pi+y2mSiKUr+ul1Ly5sz3eO7m1yNS2RPl14xqpTMgJYchaa15ss9IXLqB02lXN8V4/aTozVCsJgxMbcPEH5/n4R2fYkRo/7Xw6ztID9UgS8qxpIVVVkbx0TqrQFWl+5BO3P/+TfQaYmfjZTRPJTYhBt2h19/fi46U8ODFT7L2i00R0RzlOC27NUN3asSlxDJ5znjG3XYe4ZpAvYc4mkpKdjK9h/dgx7oDTL/gKb7/ZGNEtHXplM0r/7gItSKM6RIQskgpg3KfXR1t6XDv+GFMHt6PrOR4FEWhfUoqiqL8KgD8z1W7mPHMF5RX1UZE9387/c7uiTAtmrZM5cyRPbCqa+zqvWCQmEQvbXq24K35y3nsjvcoqevj0VD8bWAXRtxzHkacE2pqMUvLkaa9iNNq/Dzx3vW06tqMuORYUrOS6wPAZYWVPPL3l1j5ScPZbUgp/vBXpIgGgf+iDL9yCF9UvsbL6x/kwyc/48clG7FCBorTgUBy9qQzeP/Yi1xy+0iO7M1DURXyDxVHTN/YW85Dczr4uUuo0+VEURWEqnDZfWP4etEqru59J4W5v20hcGRPHu/O+YQPn/yMQ9tyI6Y7ih0Efmbdw3xeu4gZi29jzoTnKDmQj6KqKC4nwuFg7or7eHP7o7i9TqRlUXK0FCNs/O8XbwA8bieXTDiFcKKGEaPiLoPO6cnofpMsp5txw3sxffKrPH7P72++X9mxgc8O7ebeNcsiojnKcdqd1IrPfW/yzqF5VBZV8fHz3yCEQHM7EZpGt4HteTvnWWa8dxM5u46haio5O49GTF+PUzuRnBaHNA2kaWCFDRyaQJgGJ4/qgyVhUo/bWffV5t+9xtNTX2L5wu9Z+f6aiOmOYnPd3Il8FXqHuatn8+QNb7B7/YG6cngTISWTZo3jvdxn6TO8JxXFPgzDjFgQWFEUJj88HqXOTkeGw6Q1T0WoCrrLwcQHLuK5m1/jxlPu+d35dN2ybSx7ZzXP3vF2xObcKDYxcW4Wrf0HizfMYMSFJ/Hs3e8TlsKucFJV4jOTeGPXkzy/fjYVRZWoqkLursjNXckZifQb2AYr5yiyoBAzFKZ5txYIl5M2/drTa0hHrj1tFu888fnvXuOFW95g5QdrWPjg4ojpjmJz2pgBfFH5Gq/vfpp/LviBlW+twAqHUaQF4TBnXHIK7+U8w4RZ4ziy+xiqqpC3vyBi+kZe8zd0t9O2mVMUVFWgYCGkxdjbRrLmi81M6XcPeQcKf/PfF+WWsHDWB3wy/yv2rN8fMd1RbC5q/jhPnLSAh3pM5PYfPuVIhQ9dSLJSKkmICfBYz6l8PPguklxeDGlRFqomZEXmHuNy60x4+FKU5k1Q0pJB12nVOQuQJCR5GHPj2dxz2XM8dPUrv3uNz57/JyveXc3cqQ3jDxzl/z8tuzRjie8tPih8BSEU3nl0CQCaUweHgw792vF27vM89MXdHNlTgKopHNp1LGL6OrfPIrNpEnotoChYmLhiHKDBKd1b4PLqnPvU6yzbse93rzHnla/556rdLP1hV8R0/zdz9uWn8NmRuUx9cDRffbYV3E7MigpEKMStL0zm8aV3UVbiwzItKkp8Df76Y87ri1bsg6oaSE5EqAoCyTlje3Pr6KdZNHfpv/yb5e+uYcWH65h3y1sNokHKv3YQOFpj8Rfm59P1w7vsDF+rspLYBA8pnZsiFLi05VROu/hknvzmPg5uP0LYH+Tg1hxadYuML6qiKJh2kj85O4+gOnTCgTALZn0A2Ibxk7rdwoubHkF3arz90EecPv5UmnfKJmfnUYaMG4RQoHmn7IjojXIcIQSqprJ/Sw5YEmmGMQIBMlulkd2pGfNuWsD2tfuY8db1PPj5XaiqysoP1jLo/D4RKe/xuu0DBmFZxB4Osa8iH8WAAl8Nd135AlIKdq7YSbikgtufvYofftzP9p3HuPLSQRQeKaNvMIUd6Vlc0emkRtca5V/5ee5at3SLHQwDFCyatMukRecsJve4jbRmqUxfcB1Dv9uJy+Ng0/Jt9Dq9YUuCfg+X11Xf1MLvq8UVI7H8YVZ9tIFVH65FWhb3XvgEc76cTse+rXlz5ge06t6cwWP6s/7LzYy+eQR71u+n/4hG9+2P8huomko4ZFBTUmVnosTHkZqdRIITdqzazZNTXmDigxfz9NI7qSipInd7DglJHtKaNb6n88/+5FKC0DS2HSpHdGhJePdhHr58nv0NRWFCl5t5bt3D5B8r56v31nHhhFPRVTD8AXqe2pG2PVpEy2D/BH7OyF712Sbbe9frAZ+PrBbJtOnZgunnP05ZURVzPruNtGYpeBO8rPjgR04Z1bfRG1sCJKYd916VVdWU5pcjnA4ObD/C9NFPISUceuIrHLFuRk06jU/mf0mtL8BFd57Pzo2HGTbhdFRdZdS0sxtda5R/5ed74+41e+zGVzW1uJNiSW6RidPj4LLOtzDwnF489u0M9m48CG43+3cco03nrEbXJqW0m+WEASnJO1iK7nETsuD9+UshbCIti7/3up3n1j2EN97NotmLOXX0ANqd1Jq9mw8z7PLBBGtDtOkV9aCONEIIBCoF/iKk10CR4Ktwk6on0yHBzSsHP2dN8UEe6HYp8/tcBcDK4h2cmtqZGN3V6Pp0p930VNZVLuxZdxBMi/Jjpdx1weMoaalgWQQnvMC9L01m48rdbP5hL5fecCal+RVkd2pG11M7cdaEoY2uNcq/8vPc9eMXm+xKOl1HS08mKy2Gdt2zmdLjVuJS4pj50W0MOKcHbrfG+q9+iogdF4Cnrqmu4YGSNI2EEgsjbPHd9kN8k3sYaUhuWPQZL14xir6tmzJ37RpaJiQyqkMnVu0+zNhze7F15zFO69c2InpPBFRNZdPK3SghAzwxCJdB01apvPXklyx8/Asef/968g8XU3CwiDads3G4GtaSwV6LSzTTwqquwhIKi99dixo0Obw1l9YdmxCo8LFn/QFG334+rqxkOg1sx2mj+jSYhkh6/P5RojuM/wfwuDVCNQEwTXylPqor/RyatRgMg3cf/ohL774AyzB4+LK5SGCJbwFqI3vcuLwubn15Cg9f9RzSUjFNiTTCdsl+nT8QlkXA5+ftRz5h1cdrqSqt5ouXv6bv2b1Z+/kmTrtoIHe8cV2j6ozy7wnUBG2fQ8MCwyB/XwEFueUIp10u/+jUV3ju+xncOmwWO1bvYde6/UybN6HRdZ01qBMLF6zh6L5CMCyqqgIgBFp1LVT6ES4dfDWs/GAtXXo156nrX8Zsns6R7UfY/sMBhBA8+tok2reKHjD8maRlJbF/Sw4yFCJkWeTuOsqRvfkIoZCzO5/dGw7Q/qRWXN7uBoQieObH2bTo3Pi/s/s/vYMpg2ZglFcAwvYzB9urTmJnlgrB/JvexJsYw64NB7Fqajm8LZf3H/uEtGYpvLFvfqPrjPL7hAIhFAGWoiDcLkoLfRSXVbB37T6QkqenvsSnVQv44YFVLHxgMU07ZPHS1scbXVfzjlmcdcUpfPbC10iXC39crN1wKSEOyqtAmghVpSi3jCUvLOONGe9hKiqrl2zEUV1F4eFipjx+Oedfd1aja43y+8TEupGhEITDgODY7mMcO1hke08LwWszP+SmuVcyrsV1VFfUEKwJcuYVgxtd19S5E1jx2RZqiitAVfCV19gHWsGg7ekfF4tQVV56cAlVFX7eee4brKISSkt9LPtsO0hYtP5+YuIb/zA3yu8TlxKH3+dHKCrVFbVUV/rJ2f0RQlH4+JmljJ8+EldyAjOvfRPLkny4/h+N7pvvcOrc8erVzBz9GEJRsaQkFAjbTeB+tgMzDEJhyYIHPmDz11spL6zks+eXceolp/LDxxvof3YP7nvnpkbVGeXfE7D8ZHuqKfK5qEAht7oSn5LH2lJByNS4d8v7fDj4Fm7Z9BprS/exPmM//+g6rtF1nTysM21apbD3h52g6VT7AkjFboIog2Ew7Kzk9d/t5cs3v2f+rQtB19i/v5Ddy7YA8MD7N9BtUGT630T5bVKbpgJ7EF4PYSnI3ZNHzvo99d9f98Umeg3rxrgmkxGKwpPfz6J979aNruuhO89n3PUvY3gEus/CHwihKlCbCcKS6HXJpjM/XU4LVxzr9hyhJhuOHC3nraUbSYzxsGzm5EbXeaKRnh4P0m6qi5Tk7i+CsN0jZsOybaz8ZCNH9uZz7GARl90xosFeN61pMied3oX1P+zDCgYhEEY6NMysZNSDhSAl82Yu5piuIgrKWbk9n2K/yZChnTh3wpAG0xH1BI7yf2Lemtlc9/QVuGNdCE0DRUXTdURd1sl1/e4iq00G4bBBOBDmnUc+joiu08YOoMuQLmiJCeD12r5NkroRLzl1zAA69G1Dv7N64Kvrnm2ETJIy4jENk6QmSeTsyY+I1ii/TZeB7Xj4szsZMfVvCF1HOHSElCSnxgJwaGsu376/hna9W2GEwix9dTn5B3+7FLChuf+ukWhuDS1oIkImIhi2/ZsUgXBq9D2zG6ee35tD23IQYRM1r4wDG3NITI5BURUKS3z4qiPTWTvKb3Pbq1dz+0t/J7ttZl3DQRUkONw6SMl9ox7Dm+DBE+/GMCTP3bogIrqatctk9NRhdV3Q605p6wK/qCrdBneiba8WXDr9fPZvOwJCIBSBvzqAZUkyW6Wza+0+O6Mlyp+CN87Ds+seYsKscSh+P7LSzgqOSYoDAUG/waMTnqVNz1aYhknOziMR8xL8+5zLSG6ShOp0QEEplJQjamrrx9dpYwfQbXBH4pK8GIEQstZP8Y6DZLfLxDRNFEVQlBs5e6co/8o5k4Zy34Jr6XtWL1AVu4mkYRKf7EVaFl+9vJzC3BKadc7G8sbwxlP/JOBv2A7Xv4XDoXHb8xNRvW4Up9M+uAIwTaRhkOCEzn1bMe7aYWxctQ8UBeF1k7M1B01TiU/ysnfDfsKhxu/aHuX3eeq7mdzw/N+JSapbOwuBIhQURSBNk6l97yKjaRJGeSVGYSkLH/0sIrpOPr8PvYf3QHE67PnKspChMNKyQEoGnd+H9n1aM2TMAMqLbB9Hy+0mPikG0zBJaZLIoe1Rv+k/kxbe5szpNZXL2w3E5QyRklCNrlk0ccdgWYKtBTW8e3AjneKzOSnpIEK8T0kwMrY2dz41HldiLKrHY48vQPO4EFJiFRQzcFhnBg7vRmFOsZ0pHwiyb1suKU0SEUJQll9mN4eN8qdxw/wJ3PnGtTRrGo+srkH6akAoOGNcIASPTHoRV4yLuNQ4wsEwz9zwakR0ZaUncPn4QWhhgVTBdEAwHvRakBp0a5FJl6x0rh06gB0HChEm6BVQZvqxpCQ7OZ6N+cei6/oGZvhlJ3P705fhdQC6BpqG8LiQLgcLFq4mu1Uq4Ro/X7y8nFCwYdclU+dcghLnhux0ZHwMskkqUtcwspJp3bUpHYd2Bl1DZiQRKPNhmhYeTVBRXNVgGv7KdhDRIPBflBUfruXS9jdxdd/pTB/xCDs2HCboDyEtC6fHQdteLWjToyVCVTmyJ49/vrGifuB89co3EdN554uTcDg1FF2rK39VcXmcSNOktqqG6+ZeRWJGArqugmWh6io3PDuZZzbN4aPXVzF16APk7o0GgiOJZVnce97DXNH2ei5vP41X71lE3r4ChKbjjnHh9DgYc8NZ9qm8tHj8mpeprQ2DZRHyhzi0PTIezq2apXD50C6Iuo48qj+MrAljtkwjnBzHyFtHMPiq02jbt43dzT09mZ6nduS1L26h73k9uH/mR0y7eWFEtEY5zsGtOVzedhpT+01nap87+X7xj+QdKgRFxRXjIjkzgeGThiIN+9Dq3gueIBQwkFKy9fvdEdN5xT2jSG+Ram9EFBWh6zg8tud6zvYj3PnKFBJSvKQmu7B8PmQ4zMV3jWJxyavs3niYm06bwfJFP0RMbxSbN2Z+wKWtrmNit1t5+KpnObjjKKavGsIhnG4Hgy7oR0xiHEJRWL5oNQe25gAgLcnyhSsjotHtdXH7a1NRFIFSXA77c5HBEJpDRSDIapvBxbePJKtLC0TXtpCVRlpmIrM+vZMbn5/C/GmvcWXHGwn6gxHRG8WmusrP9SMeZ8oZjzBx6EMsWbSGgpwSpGnhjnXhiXVxyW0jIGQ3irvxtFkEpN3tvrzYR2Uj+Nr9FoPO7UWPq0625y7DQHjcKF4v0jCoKKrkupkX0qFLFm3apUF1DVZFFadfPIh3f3oAjxlg+rkP88Tk5yOiNcpxVn+6noubXcM1ve/k9jMfYOt3u6j1BUC3742te7Wkw0ktwTQpzC3h46e/wKyoRkrJsnci5z9/+6vX4PQ46ku+hVBwx3lAVaksrWba/IkkpMbjjvOC7kCL9TL18ct4ccNslrzwNdf0v4f9Px2OmN4odgXm03uf56bN07lm/T94Zu/n5NSUkRpfQ7wucKsqo7IGU1vtxjRVXj/0Nn7TR4LDjyVDHK2NjIdzdstULp1aZ+egawiPG0vXAQtpGZw5ri/Dzu9Fmx4t7MM3KenaMYOX181i6HndeXDcE1zX986IaI1ynNzdx7i87XVc0/sOpvS+k5WL15G3vwBZW4s7zk1iZgIjrz8bxeXCsiS3nfUwQb+d2b37x8glTEw8tx9N0xNAEfiTBcEkBYdU0GoFh4rLmXPRWaQmx5DSLg5/qsByCSYP6MP3s69hV2Uxlz/3Hgu3bY2I1v92Vry3irGZk7i01XW8/cCHVFfWYFkWmipofVJLrNZZhBHsWLkdgPKiSmoqG7YpX5NW6Qw7/yRw6aheL2phOdrKzYjNe7hwylC6NE9E+2Eb2rbDDD61I+OHtefL2Yu5uvcdDfL6kj8eAI56Akdh+durKM2voOSoCbpOXsFmcLqhtpZAZTV7fsrB5XHSsmtTDm4+zEfzvrBLThEMu6zxSxJ/5qdvdxCs8GEGg/ahrpQEauyOnBuWbmHjsq0gJUKxB/WsT+wP1k/f7UJKiTQkMy6Zzz8WXIMZNiPmZ3wiU1vlZ+3nm+puyoL8/ccze2sDAYTbxfPT36HPGV3YsGwr4doQX736DcLtRkhJ/3Mj57O7+r01cCAfpWdrFF8AqSpIy15MTJ/yOgKJq9AuLUlRLW6573xUVWH96v1IU5K3KZeXH1rC4LO7kZadRHxybMS0n6hsWr6NwpxiCg4XIaW0M8eFfd4Y8PkJ1ARYMn8pA87vw9qvtrJt3UFk3ZzRskuziOnMO1hESUkNaPYBFZZFqNbuaF5VVs3ErrcihMAMGQhFcMHNI0hKT2DH6j34awJISzJ/2qukN0tB1VU69G1T7ycapfFY+sYKSo6WIS0LoWsc3p2HDBtgmgTqqhUyW6Wj6QoVRZUsmv0RKCpIyYU3nRsxnas/WU+4tBzdpWNhV8mYYbuk+q1ZH4IQqFmpkJWGFuflyUVTEELww0frjizzqwAAIABJREFUkBLCAYO7z3mIG56bjKZrZLZKj5j2E5XDe/I5tLsAM2wgTYv8tTtti6tQiJriMIrbzfN3vM1p40/h23fXUF5SRUUwB6mouNw66U2TI6Z1RaAShjQjfvlBQGAG7VJLMxjimqEPIKtrcGekIFSV7n/ryfCrhmKETQ7vzEMKhe8++JHuQzrTrFMzWnVtisvjjJj2E5XlC3+g5FgZJXllKC4Xx45WInQHQkqCJuzfuB+HU6d9v7bs2XiIz19ahmVIBJKTz+wSMZ1bV+wkWF6Fqagoum1BEay1s9y3r97Hdf2nIy3sILFlMX3+lQgh2PztDixpByRnXDiHWZ/egWlIO6AXpVEJyzDryzchkfhCOpYsQ4hDJLlNVEUSCgke2f41p2a3psTahEv38/b+9RhGB5Lcfu7pPChiWlctXotZXYOrWROM2oBdQGrYa697Rz+J6nLhjnEhFIXE7GSmvzgZRVFY/ekGkFCQU8K8aa9y9oShJDVJ/JVPepTGYcu32yk4VGTvvxSV/L3H7EZbThfBkEUw5OfDuV8x8LyTWP35ZnavP4AVCIJQyO6QZVc7RIDC8mpyyyoxY+0AHBKCUiIFVJhB/vbc60g3KDUgdBjXsxtNExLYdaQIf0kIVUrmfP8drZIScKoaPdIzUaPr+v+IZW98R3lhJQhB6ZFiu9olM5ZQYQn7lm8lsVky5YcLKZGAoqA6tEb5LG9493ukLwxOp32wZFlgwcPT3oRAAAIhYjwOrnlwHNOGzARFocIX5p15S+l9ehfadPq/+fH/lfPKoyP7L8rUR8dzxiUDEUg7uGpZdjmWEHZZohAE/CEKcstA1wmHLBCgaCrnXx85L0FPjBPFCCNMC5fXgTQMHO66MrI6f01pSZq0zkD3unllxodM6H4blYUV9B7aCSyLwtwSru07nWv73cXWlTsjpv1EJSbByz3v3kSHAe3tCfGXCFF/s9709XZkMIQVDGGFDIQQ9D6zR8QCXaZpkdY+CzU5Cb24GhEIopRUotQGEQHD1lpUSdAQNO3UlIqiah6+6lkmdruN8eP60jQzHqXKz9KFq7jhb7OZMmhGRHSf6Jw96XTG3DoCT4IXRVXqA8A29u3Qsiz2rNuHZRiI2BjQbXuIqx+9LGI6pZR4nQJCQWLiXWCadta5PesipcCyJPHp8bhjnCx7cwXX9L6Dd+d8zFkTTsPp1qmt8jN7/DxuGjKTRQ9FxobnROfed25kwMjedgd7IRCSugNQ7DkBKDhYSEWRXc4VrsumjUuNp91Jje9L9zNJmYkougNLCjS3A+Fxozs1fv4MSNPCOFZC81Qv1oGjPHXtK1zR5VZ6nN6Vdr1bo6qwZcVOJne9hQmdbqQ0vzxi2k9UOvduyeS7R5CWHoewDNsi5pcr+DrrhQ3Ld4DXjTQtLH8AKeDCKZFrVlRdUUOnw9UkrjiMM9aD0FTUhDhEjBclPg4rbCANk0BxOSkZ8ezZlMNdFz7FTWc+xPi7RpGcHkc4EGLhnCXcMvwh7hvzVMS0n8hMefQyzpo4FM3lQHHYfRfq7TykBAmhQJhj+wpBQthvB/aFZTHutobzSvzfcMW40BPiUD1uPLFOcOhoTg0ZDoMRxpICaVlktEzF4XLwxox3mTTiSfJK/Qw4pyfCCFNytIzrB9zLdf2ms+6rnyKm/UTFoTi4se1UOsc2R0diSoFlQW1IJxRWKfN7QcK60kMoaphaQ8XlCFAa8BKv9kRTGtdv+mcsyyIlKxFhmRiFReB1I2JiUDwehMOBMC1k2MBfUU126zQqCip4dNKLXNXlVsbdcT7NOtoBxeULv+fagfcwscst0fL9CHDGFUO4ePooYhK9qA4d4bCbsFFnEwP2Xn/XugNYtX5kMIgAhKpy9RNXREyn5TeIyXRR3RRiEnQQoJogBViardFE4o114PU4WHJ4N6PeWsSja39g7Mnd0NN1fCLErV8vZezid5mz5vuIaf9v47p5E+l+elfQ6vJNFQVM0x4zQGWRDyEU+/umyekXN/xBlCUl8aO6o2alg9PWoSQlomSkITQd0lNxt8zA1yqLK0+9j/gEF8lNEkHXWPD8d9ww9llWL9ve4Lr+KvypQWAhxKtCiCIhxPZfPJckhFgmhNhX92fin6nxzyKzZRq3PD+ZOUvvQUiQoTCYlj1ohYIVCGDV+qkt94FQUJxOhMtFbKI7otmOz9/0OuGAbVPRtL19WhIO/MLTpe7DXnC4GMWhc3jnUY7uK+DrBSu5dvY4rrxrJBPuvYBQIIxpmOQdiIzf7InOqaMHMG/VA/Q/p1f9c0IR9QcOSIlpSYSrzodagGUY9BjcKWIa927JZeMqu4zIo6kovhrwBxDl1QjDgpBhnzUoCtW1JkLTWP/NTo4dqyCUV8rUCacwbtJgOnfPxjKsel/qKI2LJ9bNpNmX8PahZ+xNbv2XQGi27660LMryyhCqgqysQmgaUoiINIX7mbfnLKGytBppSVp0tF9XSmk3wUGCsLtt+8qqCdYEqams5cCWw6xZspHRN57DxAcvZuLsi6ks8SFNi4PbciKm/USmY982zHz/ZqY+fjnUHTICdsOu5GR7QalpaLFee3Mi7JLStgPaRywbxTRMXr//Q3s8CUFCVipC07C0/1F8ZZoUfr8dtaqaHav3kn+ggA1fb+Pml6ZwyT2jGXv7SEzDxAgZBCPgN3uiI4Rg5JWn8sbamSTHOkFR7MZFqgqKghUKIU0Tny+ArPLZ4ysQhNIyOnTOjJjOlR+uJW/FHqRpkZ6VCF43OJ0Ip/O4JkCGDapLqkBKNn+3i4M7jtK6RwsmzhrH+HtGo8d5kZbk6KGo/3QkSGuWws0vTuGplbMQDt2uQhECoar25rhunNVU1QLSft6ycCgWyRmR2wq9cMsbBGsCIKF552YITcWkLoNKCFsrUJRXgVAVju7N58jOI/zzk01MfXQ8Ex64iIkPX0qwNohpWByJ9v6ICL2TenBXp3vonTwAUyr4Qk6OViVyoCyFvLxEpCVIdleBVKgIeqm1HKQl+BiUGbkKrMPbj7Bq8Y9IKdFVgVbXxFzExSJ03fYMFQJpWlQcK0FIyYbl28k7VERFiY+p8yZx0fQL6DuiL5ZhUVsdtUyKBC6Pk6tmXcz7BS/bVaFuNzic9Xt8sNfPZYcLwDLt6itVBVXQqkvTiOl894N11Bz0ISW0bJFSH+VSawHDDgQD+IwgPhGiNhxme1EBK3MOM+b07tw0dgC39T+Z8kAtlpTsLo3eG/9TMlul89iy+2jRoW5tpGkIf8D+rHvdCLcL4XahxHgRCfG0G9Tw8YWdxUWsivEhFYFDBYIhCIXsQ3zLROga1a2ykYlxFBRUsXHpFq5+cCwX/n0oZiCIZVoc3HL4Pxcgo57A/47XgeH/47k7geVSyrbA8rrHJxSHtuUwd+pLHNlzjE9e+hoLQEoU1e5K3bxT1vHMJynrF2aeGCd3LYpsV97L/jGGjgPaMXfNbO5aOI3W3VvYm/K6zS+KguZQ7azOjDhG/n0owjTAMpnS/17eeugTmndqQmrTFBweJ/7aaCOvxubz11bw1sOfcmRfPjvX7a/viwWgu3R0t7N+MyKFgqKpCCHoPLA9wy8/JWI6W3fKYsAZXTn9vB68tepurp41hrj0eITTgTBMFNPAnehFBgL4VZ2h408hrktLRNMMNq09yMyxT/HlM19y5qUnoymCtMx4cvfkRUz/iUhlSRXP3Pg6P32znU+fX1bXI1LaGQFAk9YZCCnt4DACGQyhCIGqKvz9kUuIS4rcAdbIq4fRaWAH7nrnZh787E76nd0TUde0AOyAkNvrROg68c0yGH/fWBRFQdU1Zox+ghfvXEQ4ZNJ9cAcUTcET68EIGxHTfyKycdkWnrnhVUryylj6zhqkqoJl2hnBiiDZQ721hxk26ue21OZpXPPQxRHTqWoqF912Hied0Z03dj3Jna9OIaN5CubPHr+KgqKrqG4XwWo/HXq3pnP/NmAYVBSUc+PQB3h/3jJOGd0fd5wHT4KXY/uigZTGxDRM3pjxHp+/9DWbvt9DZahuDVM3f8UmelHqgnIEgwin07a5UgSDL+xLz6GRK9fvd3ZPup/SnktuOYfnfpjByMsH4VQBfwBMe/zHZyRgSYlRXs6oyUPQvE6ErvHBE5/y2MRn2b5qN0NH90dxOUlLj61v8hWlccjdfYy5173K4R1H+Hju5xi1frv6pG6Oat452153aZp9eGQXpeDyOLnnnciu68ffN5oO3bN5dMmtTH/1atr1bGF3V1cUhKoiNB1HfCxSqKQ0T+fCG85G5BWhHC1gco/befP+xWS1zaRJm0wcsR4MK5qp2djsq/yUn0qeJ7+2lB+LD2KYAsNQEAI0RSUl3UQKQUXQQ2VQx5IqIGjjbc4lrfpFTGezjlkMHjOQweMG8s7RF7j2/gtISPJAMITQNITDgSvWjVVTg786yCkjTyI5KwnF5WTXxhxmjHuaz15ZwfArT8WZEk9q6wwO7YhMU7sTFV95Nc/e+Crrv/qJz1/+BmnYPWJEXQZwRpsM+weFsA9NhUBRBKqmcvl9o0nJSoqY1hHn9KBffCbzep3Ba5dcyLBOrVFNUAPgrAJVChKFE8tl4U1TuW5gP6QDcMJtG95nzs4vqHVUMbhpSxwui5QUCJnRdf0fpaK4kvnTXmHlhz9SeKTUPux0OhBCoPxcXmVadmBYCJp3yGLoqN4NrqNdcgpDBnak4/39eOKjm0lulgJpScgYDzIQxNTBub+ALh4VR6UfzevmoUufYsncJTSJU+HoUTxO9f8mQv4HXxHiT/UEllKuFEK0+B9PjwSG1P39DWAF0DAOzf+PMHPsExzbk8fm1fvIL/AhnA6squq6khdJeotUcrbVNedyOO1T+YCfGn8tLSN44gZw5pWnceaVp9U/7npqBw5sOczPu+9W3ZvjiXGzfdVuju7Np2P/tkjLoqKwEuFyoTt18g8UUHS4EBSF5296k5NH9iU1O3LeeicSxcfKmHfzWwD88NFaqiv8dlmPXY9IbEo8NdUBuyuvYYBhoMXHYoRNDCmITYqJmFaHS+ee566sf3zepKG8+NhXoCkQNtCkpGvPLDZUBwiFDH78ZhdKnAfLkmz9bieEDFKzEvn41e8wQgb5h4p5ZPJLPLPyHxF7Dycar97zLl+++i1fvvYtIX9dRYAAK2z76rbsnMWxvXn2gkDXkXU2N1IK0pqlRVRrx75tePrb++ofn3nFYNYu3YbEQhomKU2T6DSgPSs/20x5iY+8w8WYhp31kLsnDwF449389M12LKGxbOEq+p7Vk1Mv6BvR93Eicd/IRwgFwhzcW8TB/cUosV7MYn9dtYKCN9ZNaX6lbZ/kt+c24XJRHTBo3qFJRLVOuH9s/d/Tm6cS2ySF/L3HQFURikKXIV3I35VLcU4x277fRY+hnZGW5ND2I6guFzEJHlZ+sAZ/ld0o477z5/Clf1FE38OJxPcfr+OtBz4ECUkndSSs6ogYD6K6FqlpNO/Wkp3f77QPR70eFK8bkVeAGQjh9TrR9Mgtp5MzE3nkq7vrH4+ZPJiP5n9Vb8PlTYmj++COrHhnNYGaMOu/3IAVNjEtyfb1h5Bhk/TmqXz5wlLCpWXs+KGcBfd/wLT5EyP2Hk40HrxkLoe2H2HD0s3kH7APdExdR9E0UASZrVLJqQtmyXCd3ZWiEvSHaNohchUyAEMvPoWhFx8/8O/RvxW7V263x5fDQcs+LYlPjmHL11spOFxMVUUtlmnhK/XZ5deqQnlhJQU5xaCqvDbjAwaNOInsn4NFURqUgOFjTeFsLAQvHqjhaG0Ip6LjcYQIS5VEpxN/WKEmLAmFVXKOppKR4UNRDSwRINkZuXW9pmvctejG+sfDx/Xjubvfq7cUUCyDLiMHsfnd7wnXBFn71Ra8aQlIS7Lth92AJLNFGovnfkXI56e4Jsjsq57j5fWzI/YeTjQW3P8+H8390k7s0HQ7CU2CJS2EtGjdtSkF+wvs4K/TibQszGDIPpjPSIio1nZtM3jm6eO2cuN6dePbDQcQAkIxkOHw0ju7CR+V7aA85GePrxiz7tBt97Ey1ESLBN3LygO7UJICfLF3D6dmb2dksx4RfR//r/PKXW/z1SvLWfL8P7Hq9k1C123vb5duH6YrCoqUYElqK2vwxroaXIdDVZl39vFeICIxHmpNRNhET45H+AMELZP96w5imfZe1AoaJGUmcrTYDx4vz939DudMGorT/Z/1TYhkZu8f5c/OBP4t0qWU+QB1f0Y2MvAXwJ2cAP8fe+8dXldxfX9/5rTbVSzJcu8FcMFgwJheQ++hhlBCCTXU0DuETugl9F5Cby4YcMU2Bncb494tWZJVrm4/58y8f8y1TPLjTcg36AoUr+e5j2z56p491pwze/asvZZh0FwXR3me1uFSCuW5qFyOb0bPRjg2wrExDEFJpxJk/qT9k2fH4+ba5tQq0ZhkzPPj9V8MAyEMVs5by4Ip3+sio2kw47P5KJk/7MjlwHUZ99IE/TNSIj2Ph89/ms8L5OL+vwbTNrXRje/TuLFBm/O5LiJf9N20tpZszkX5vm6ZkJLufcpBKVbNXcmyOavaLPZxb07FS2YgmUH4Cs9XTB87H3dtFapqI80r15NaugZWrNWMgtJiug/rw+zxC/KFRsXyeau569RHqF5V02bjaM8IRQOAQhompm216BwidNv+lPdn5L+nW13NgINtGyjfZ+LfpxHf1Nxmsb9027so10VlMiAltavrmPT2dM2uy+UY//Z0RNBBxKKoXA7luaxdvEF3wxkCJeDVu97n5b+8v1WjrpVg2vpEvnrZ+i1dMFICukV59eJq/TvMtyt361+pTZfiKSa+M73Nfi8rF6xl+azlGJX5dEZKFkz6jto8QwIUK+atYXMLuBKCorIYn720ZR30si63nfjXrbr5rYRQSQwRCGCUleJlc+D7qFRGzxnb4rtvV6JsW+vudihGhAKU5w+rZ09YRNXKtltT3nh0HIbjIGIRBJCMZ5g8ZiFW7x4Y3buyelkdflqbbxrCwIhEiFaWUp/w9FppGHz59nT+eu5TeSmCrfi5EYzqDW6qOd1SrG/ZGir4etQcsEykqw9PIyWh/NopGPXiBHI/lFkrINLJDB8+NlqTAvKsrdUL1jL383ng+Shg2pi5WtrCslCej5KSSe/N0Mxm30dlczx51auMfWVrXt8acKXN3E3dWdjUlZpsAktISoNJwlaWzrE4QaeW5nQWISSphjC+Z9In0hkhYHWqjgUNbddlMunL78gaBoRD4Pv4WY+vP51FriGuu/wam2lOuWBu9sMx6DawC9+Mm68P5IB1S6q589RHt3bLtBLC0ZD+g1KYhthCVHRdlOsx+c0puoYvFVgmwnEIFYdRCr4aNYfGNszrH544FQHIAGBCdSbJ2FlLCa90sKtNRi1aprX9HR+3PkBuZYx1GzLkMh5uVRi3NsjL8ybw2ur3kUr+u8ttRR6hkqj2HDK2HI6rVBo/kUTGk3nZNrOl83JTVQNVK1tXDnTjunoaaxOIRAphGrjBIPV9y0ns1B1XSJRp6rpap0pkWRmUFiE6VWD06s49pz/2f/blyG95/6NXofBLLAL/JAghzhVCfCuE+La2tn1pttz+9mXsc8qeNG7YhF/fiGxsQvnuFu0dX+qWrHwKedYdJ3LA7/cm1rmCNx8azQu3vdcmcbs5DykVdsAiEMqz/JSkhdsuDBo31Os/52e5m3VZu7Rauzbm8fXo2dx/7tMtxj5tgfY6vzp0LOYv71xGUSxA/foGzTjxfQKlsRbB9nA40LI5iXWIcuVT59CtRwm+J7l0v9tZv6y6TWJvqmvGzOXo2ikvGeD7+iBBKQxbt+nmEtppGKlbedcsWgfNST1OpZDZLOPfmsqD5z/TJmOA9ju3AM68/SROuuYYJAJpmihDoHxvi3GErzDtvEYwcMDv9uCMG4+luCTI9E9ncsNR97ZZ7JlEFivo0GVg1xbzTZRC5dvBpevrZ24+EVRSsXTmSi1tkR/f6sXVvH7XB0wf1XZGOO15fj00+Q4G7b4NNStr8GtqkbkcZiTUsjY64bxZCQLTtrn0sbMZMqIPjmNx7zlPM/Gdr9sk7lQ8jZnNEUjGtW6raaKE1tgUlpbeidc2bckAhaBhYxNNtT9s0RdMfns6fzn5IXLZtikIQfudX7vsP4hrX78Es7iIVDyjC1yZDFbIzjPKAwSLIjr3SmXp1b0Dlz55DpX9ulJbHef8kTe12QF8c2MK07HoO6irPgDxfJRlolBY4SAEgxCOsFl7QAArv1uPynkIy0SYJsm6JsY89wWv3vZOm4wB2u/cArj575ex/+/2oLkxpT08LEvLD21ea6Q+ADJsGyMU5IzbTuaQs/cnWl7Ee4+O5amr26YLQHo+vudjB2zCEc3yU6bRUuwFiK/fBJ7fIr/juz6rllRv2c0KwczP5vPXc5+mbvMeoA3QXudXzAlyXJ/7WJ0dQoPXiCV8ypwUXiKGq0xcZVIcsJG+AUIRdRxuHPpbekc6URePctKEF1jc1DZ+LPGmNEZlCR136oP0PNTmvMuXWsM/GiGnDIhuYSuvXVqln8n5gxTpukx4dwb3n/9cmx30tte5BXDKDcdx2i0nID0fN5FCZXNo34z8Da8UloWWh8i67H3kcM699/eU9evKnG9Wc80Jj7VZ7M1uDlki6F1eipEDkQYpQJpgKROyYPgGQmrROiUF362vxQsppAEIBdElTKj5kG/r2yZ/hF/f/PrDrcez+zEjdTobDkMwqL2tPE/v2yMhKIkx8tid6dyjFNnYxB+3vxLf81stpkzaxQwGMGwLiUI2J8D3sZIuRlbLFCqpvzYncxjpjCbINTQx+b0ZPHftf74Ga0XErZrA/wk2CiE6A+S//ii9Qin1tFJqJ6XUThUVFQUNsLVR3rmEs28/URe2DAMr4GgHxc0wDCp66TELIYjXNXP1Sxexz/G7In1Jp57lbRJ3acdi7v3sRsq6lBEIO1ocPh8vQMDeMobiiiIOPG1vrnv1YrYdORDDMOjQoyOVfTphh8MoDF6750O++mAGt/72fjauLuxDrz3Pr+H7DeKg0/cCFEJAsChMVpgQcMAwKOtUqrUOhSCdyNClbyWPTL6daHEY27EIRX/+lo2fgmMvOJBjz9ufeNUmRHMzclM9RjCAUVIMTpDybvl5LyV7Hj6U/Q7fnuufOxfTMhAo+g7uRrQ0CsJg7oRFrJi3hkcuepYXbnyjoIlje55bgZDDaTceS7QoCFLqDa1l/KC4BQOG99HJvYDG6kaOu/Qwzrv/NKSvpW7aCg9NuIneQ7qTbk63OLfrAwUfvHzRTSksAw47/yDO/MvJ7HHMLggBJooe/TvhGKA8jxdv/jsrFqzhlpMeZv5Xiws6jvY8v/oM7cnvb/5ti3ml47v4yXSe+atQvtKMOyGQUuJLyX2f3UCfoT1QUtKhwK2JmzFotwFc+sQfCIYdAo6hN7vJBKAQjkNl78otY9yuK/setQN/ee8yOnbTWnrdtulCSWURCEXDxkbGvzGFdx/8hHvPfIx0Il3QsbTX+SWEYN+jhjNoh+7geggpCXQswzds/QYp6b9jr5bCV3NtnB32HcQdH1yJYRqUdIxhmG2TUl9+30mM3HsbalfW6qJuWSkiFNJkedvCya/ZAjj0D3tz6Bl7cdp1RwMKMxCg3079iJQVoYD3Hv6UhppG7jzlIUY//0VBx9Fe5xZAh04lnHPnyZhBRxtXRkIYoVBeykaA79GpRwdAIQxBvD7BpY/9gYN+vxe+J+nURmtjpDjCAxNuo2P/bjiRoO60aGxCuTmUm8P0thhzRYvDHHTWflz76sUMHtEPhCBWUUxFtw4I30PmXF644U1mjJ7NLcfdx4blhSUUtOf5tVtlLw7vMpKsb6OEQTJTynfry2iKh8jkLIRfTshUCCFIex7lTjFP73wxJU4YSxjE7LbJ6w87ekdOPnUk6U0JzJIYhmNjNiUxolGklFR037Kf3e2IHdnvhBHc8vrF2LY+vOq7fU+KKoowggEWz1nDktmrePKyF3j6qleQsnDMzfY8t5yAzSnXH0tJZQktJz22Zvxu7moYuENvvTYKaNjYwOFn78efHjodKRWV3QqnCfzPeO0PJ7BNn47UBtMglfZ9NsALg7RFSx3btOCUYUO4cMQIDh88EGECIejZqxRLOhQ7ab6oeQPlLUM2XIjKTivoOH5t8ysYDnD6rcdjRMOIYAAzHIJIWBuER8KosM7TUznJDS+ch2mZlHYq0bWHVkLP/pWcd82hhAwQnofpK2ILagmvadZkDMAwDXY7eSQHnzwSIRVmMk0gmUQYJl++OZV3H/6Ee854THf0/BQoQIn//FUg/BKLwB8Bp+f/fDrwYRvG0maY9cX8PCFI4OVPRoRpEoiGOOeuU3h2xh3036EbfjbL2Be+JJPKsmzG9wwc1Lmg5l3/jERTiroN9cQ3Jf+BdYJSBMIBrFAAYZnE65PUVzfwl1MeYfYX8xk8sh/9hvagdl09vudR3rWU3Y8cziMXPsuU975m1LOft9mY2iOmfzyzpfCZSWbB9zFiMYbtP4Tz7/sdb699HAwTD4Opo+aw+Nvl2LbB7687qs0KKYZhsHTWSuJ1zXh19aicq8eQZ9JU9ChHGAYiEGD25MXMWbSRPxx0H6W9O3PEBQexdkkVicYUJR2L2GaXfjTUNPLp38bxxl3vU7tuU5uMqT1i3ZIqEpviLYVfKTcvaIrfXn4EN7/7Z4696GCU6/HNqFkAzBw3j849yznrjpPaLG7DMlkxbw1Ntc0tzFIhNlvaKWxHG6n4nqJqTT2v3DeK52/5Oz2268bRFx3M2sVV5HIeJR2LOOi0vXjljveZ9sksnrvxrTYbU3vE5B+webOpfAFCSSp7VXDRw6fzTs1zxMpjKCH4/LUpVK+pI+VK9v3d3gzdc5s2iho2ra+ncWMT6cakZs0QZeD5AAAgAElEQVTloXxJuCiSb4sTrFywhjWL1nLJbtfT3JRkj2N20U7pG5sIRUN07lPJtiP689QVL/Hla5P5ZsycNhtTe4NSioWjv2m5/z25+RkAex25Ixfccwp3vnkRKpli09J1rFqwjjnjFxANCS6873eYbVQEDgQdFkxZRLy+eYuZnVKQy6F8SXmnYkhnUOkMC6cv58v3vuWK/e+gU/cyTrzyMFbMW0M641FaWcI+J+7GxLemMeHvU3ns4ufbZDztFXMmLkL6UrMXfYX087qIpuCMm4/niUk3M3TPbVBS8fmbU8llPZaurGeb/bfnyPMOaLO4M2mXuuomGmuafkDu1e35TtBGGEAwQCrj01TXzD3nPM3UT2ay7S59GbL7AGpW1+G5PmVdStnnhN149MJn+Or9GXz42Og2G1N7xLT6hQh059LKZBDT8qmpLaJvuD83Dz+QKYddjzAk0vQYs3oJC6o2Yq2LcV6n/egSLm6TmIUQLF+wnnhdAj+T3ULIsC0wTMrKouB50BhnzviFzJu2jLNG3EA45nDwqbuxfsl6Eg0pisui9Nu+B7lkhg8eG8O7D36yVR7iZ8TGVbW6O1doM1Tl6wMFIxjk6IsO4fo3L+XUm34LCuZN/h7f85n5+XwqK6KcfcNRbRa3bZnMrdtIY1MaIX/Qam8opFJEPC1bpzKCFU2beHrqDG4Z/wX9K0o4d6fhLItvYlltMWGjhJ077EOu+WlUdhyq+a42G9OvBbO/XQ2xsK4BSYkRDCJKijnv3t9x9O9GQCbLvG9XsKqqieJ9h3Pm43/EMFo3h1o+fy1xL0dzvwi+le86yGQQHWKobBaZTjPzjUl8+ODHlHQuJmoqshkXO2iz9wm78tRlLzH+9cnMyO9dfwq2ykH8/0AI8QYwDRgohFgnhDgLuBs4UAixFDgw//f/OWyzcz9KKoro0rdjS7KFYeC5Pk9f9SoXj7yB6hW1CCHoNbg7f97/VhZNW8rCr77nq4++5bjel3D/+YVP4Hc6aBgHnrZ3fqEwMCxrs6wZ2+w2EC/ntbgfzhw7D+V7eKks88bPZ+74+SjfY+Qhw3htycN06d2RpvoEwjQYcejwgo+lPWOPY3YhUhQiWlGKsExkfSOyoYm5kxdzw7EP8uET4xAocD06di3h2qPup25dPe89MoZ7z3yCo0rPYN7kRQWP+9JHzyQW1aLyQipUYxyVzdF5UE/WLa3GsC1EKEgiLambtxy/qpba2jijX51CLusihOCmty/noYm3MH/SQqSUdOxRvtWI8GdERfcyuvfrTEXnEr0hEYBpIWybd58YxxmD/8yaRetQUtGhSylvP/gJn704gXVLq5j83gxO6X8J5+16A75fWP2tkooirnruPG0q9gMGiWFb7H7sCNyMq03uUmlmjZ6Fn0qjXJ9VC9cx9uVJgKS8Sylvrn6CYy4+hLnj54OS7HroDgUdR3vHLofuQKQkTKe+nRCm2XLYWL2imgfPfpKHzv0bicYUQgh6bNOFC/e8hbVLNzL+vRl88swXHFV2Nu8+PKrgcR9x3oEMGN5Hy+4IoaknQuBYAtPWZnHCslCGxdLZqwFIN2WY8vEsNizfCAJOuPJIXlryKHXr6zEMgWEa7LD/kIKPpb1CCMGIg4cRtSSGknqzGw4hImEmfzybi/e/k/nTl+kiazhEOp3j8UteoG5dPaOe+ZyL97iRE3tcQN36wre83/LaRZgC/exKZ1DxZkQizeBeRWxcXadlsxMJVsxcQspTSNdjw+L1fPDCZAgFMYJBXlryKNe+eglfT1iEsG2GHbB9wcfRnjFgeG9KK4ro3LcjmAbC97Xnh1Q8f/0bnD/8mha5re4DOnPz7x5l/owVLJ6/jqlj5nJc7z9x++lPFjzuIbsP4LAz9kJlsgjTwIhGEaEQRjDA0AO2R23O9aVkxmcLwFfInMeiaUuZPXERWCbDD96BN9c+Rd9hPanbUI8wBCMO//nd4P+XsUfFEEodC3IdkNKgX5+NbNO3mgWNqzlv2ls8u2QawlYIS9K9KMapn7xBVbyZF7+dxRNL3+LEqVcwu6Hwef2F1x9BqZdCNcYR0SiUlkAkTKfdh7BxQyMinYFwiJSwqF1Xj8xkaahNMPblyfpQVUr+/OQfeOSLG/hu6mKklJRWFtNlqxHhz4YOnUvpPbg75d07YMfCWgbN98H3+fDxMZzW/0+sWrAGlKKoLMaoFyfyyXPjqVpZw+SPZ3FKrws4a/DleG5hJZNigQBPHH4EwWoBHihL4VsKP6TYb5veJEIuOOBHJF81riFblMPICZZuaOD1JXPQleNybh38FAdUHsv9a5N8ly5luTq6oOP4NWLQsB7EenREKIlMZ5A1Nah4M8/cO4avR89HIik24O4rX6duU4KXn/yCY3tfyqN/bj3po9//+VDih3TFVy5GXROk06gNNahkBpnLIVNpkhvqaNilnLXxWhrrExhBh9NvP5nfXnpYS7fXkL22++kXVf+HV4HQpkVgpdTJSqnOSilbKdVNKfWcUmqTUmp/pVT//Ne2E5BqQ/Qe0oMzbj2RDUurAdVSlJC+nh0b19SSaEwCsPvRI1g2e0XLz056fyap5gxfFlj/UCnFa3d9yLrlWltKILSeptBfv/7ga82w+SHTPW+Kg4JsMkunnhUcd+lhgKbl24EAoViErv23LuY/J8647UQqenUi2ZSEPNuphfWoFJPemQ5CEIwGdOe1bYFtESuL8uXrU0jF07x+9wcFjblmXR1P3/S2Nhz7gQ4rpsmGxetIpFzkD5jBSAWpFNTVk9vUhMq5jDh4ewbs2BuAUDSEYRhss0v/FrbXVvz3iBSFuebli2jYlEAZukgnhGhZ2Nysy5I5qwDFTgcOZfzbMxAB3SLbtCnBpqpGVi5Yy9rFGwoa97hXJ/H565Pzz6ct80H6kikfzUYJoc1xoOW4VuXNyRL1CaIdYpx0zdEtcykUDmD4PoNG9CvoONo7djtyZ/Y5YTeqV1RjCAWbpZLy5qjzJi9CeS74HiMP35FkQwLlehhujrfu/5hMMsPrdxe2wcjNuTx1xctkUxn9jZbnjSCbzrLsm6VaCzHPghB5AxzQjsoiEGTA8L76gBWwHAvDNOjQqZRoSaSgY2nvuObli/ACYfzmRF77cEtHn5SSCa9OxG9ooktlhBmfzdMaz5ZFp76dWPLtChprmhj9woSCxvzdjOW8eud7eePX/P2gQCnJ/Infk2uI67VRKfB8rUUrJTg2mZzEjoU57Oz9CEa0N0O0NIZVWsIOv9nqiP5zolv/zpx736lUr2/CcOwteX3+2dVQF6e5PoUwDPY4cie++3o5KpVGxhNM//AbkvE0X33y0xlIPxfefHA0KxauA3RHosrrliupmP7pnM03h36z8QP5J8cmk/ao7FnB8Zceov/ZNLAdm0DQoce2XQs+lvaM3/U8gI6BLmRNzdg0UChgszPL1LrZdCyJE7JNSgIB/JIsFLsUhW3GbZxG2s/y8sqxBY25fmMTT1/3FmYgLy1gmTpYw6BmwWoaVtcgQTODhdBmUzkXlUjgNsVRnsuOe2/D4N0HAhCMBjAMg3479sE0zYKOpT0jGA5ww1uX0VjdgBfXOZXWO9W3v+d6LJj8HUr67LDvtox/ayoq5yJ9n0w6R+3aTaxZtJ7F3ywvaNyjZ37P+1/OAwtU3npIKFCG4vP4QojlUGJL5U0FJEZOIGxJs5GiNOpwwfa7tOT1NV4Ff6nemZS9a0HH8WvEwCHdGNIxgNfYhMrmu/Y87RFTm0rjdYzRefd+qGVrYUMtTUs3kE5kGPva1FaJx/clLz43ETshCa/Tcg5KSpRU+LX1/1Cb8kMCI+tBIklFp2L2/e3OWLaJZZtEiiPEOkT/f67yz/jP9YALqQls/fu3bEVbYPncVTxx6Qs62fIlGGZLm4wdDJCOp1sMZJKNSa5/41KeuuJljr/iCBZ9vQyvvoHyHoVlN075eBav3f2BjlPl2XRSYNgWyjT0OKRPIBrEzfn4rps3xrFaiitVq+u46Zj7uPLZPzJs38G8svRhDEM7pW/Fz4dnrn6V1fNXgmXnja62CPyrbIZVC9fl6xSCXtt2Yc8jd2L9kvVc//IFnLfjVfiuy66H7ljQmK875kHWrW8CmT+BDjpgCCwkvsgne4ZBccSisTauxeeFgTAN7f4qFV9/sYBrj3mQi+8/heMuP4I9jh1Bp14dCzqO9o5kU5Ibj7gTN5PT7EYh9FbEcbAsAy+VIe75CNsmm8pyzYvnc+tJDzN45AD67tAT5fmYtkHn3oX7vcQ3NXP/OdosUC/A+cOqvOmgyieASvqYjoXv+SjP00zU/L3TvKmZJ298m2wqywEn7caz8x8g0ZjcyjL/mfHVmHmM+3wpKJCmjbANbTbheQhhULNZP15A86Ykp157NONem8Ilj5zOE5e9iHRz9B9WWFmIJ698hdE/lDTyPRAGVtDGy7p6/+H7lHTuQFNdMzJvMCYsM38mIVgyexVX7n8Lf37hIgbu3I+Xlz9OtDSy9QDrZ8atF79KKp3VusAhIJ3WZryARLH+e10M8zIux55/AHMnfofjmBx6zgF88PJUkIpdjyjs2njV4XeTrWsE28awbaSUGAEHQ8p88ReECWZRBClMyOZQpqH1aYFcOsenr0wh2ZTi9D8fytVPnknNuno6t6FGe3vEmiXVPHr1W7qolcr8Q++nFQ6SzUmE0Pd+sinJdc+dyxNXvcbhZ+xN1coaVDZHcXlhc+FZE7/jlbs/0tsN20K6rpYPUxJhmLp0YghM6SGFof9dgLDslkOtjSs3cvvxD3DJU+ey80HDeHXlE0gpKaloGwmC9oqH5k9i8pomgiGB5xusbSrGNiWZnAW+QZwVdIgCMkDfWJCjeg5i0cZaHtv7KM6dvpbqOBy949CCxnzjiY+w4vsqXbTuUIqqrYeiKFYsjFddo9fGbI7S8hgNNU2Qy+n32jYym0VJxbfj5nLV4fdy6WN/4LA//oadD96Bjj3axhunvSKdzHDdoXfi5fLylPnvK6UwbRs/k6OhqgHQhK4r/3YON5/8KP1GDmS7HXvqLk1Ddy4XCslMjqtfHd0isSpjPkoKZMDAMhXKUeD4iHobK2PiBzzImtAhh1HqI5WgKZfhzrmfk8koTtx2MPdufx1xL0FFoO10jn8t+G7GcqZ9/h0qEoJEWs8Zy0IlEviuiwM4I2D3o3dhw7p6umzbgymzVlERDbRKPG+/NZ3Rr0wjAiS6RHE25VDxhI7L9SAcRDgOflEAWwUJVqdRQPXSDVx7yJ3c/M4VvLz8cYJhBydg//QLt41X5U/CL1ETeCuApbNWbmmbUEqbE0kJSuLm3C1sDyF4/NIXWDJzJU98ey9HXXgIE9/WguV1awtLou45sDPCNBACSipiefafwhSKw8/ZX7/JMMk0p4hEHV3IQ98fmu0UQASDJOqbueXY+zmhy7mc3u8ibjnuvjZzfG2v+GbM7DwryNuyETEMneQrECiUVGQSGa456gH2OHI4T027A9/1ySb1id6Xr08uaMyDRvTRukK+S7g4jMqkUek02+3QnUjIROVyyMYmGldVIywDo19PjD49AAGODTsMwO9awfzJ33HusD9z/i7Xcd7edzDxg28LOo72jrr19TRUN2rjGMjPKxshBG42pw+H8h0CEz/4lrceHMXNb17CZY//gTfv+ggA35U0VDcWLOZgJEA4lmfBFYe0FIqUCNPg5KuO1M9ez0NgEI6GWozJtjCiJCqXw0+meea6Nzmp3yWcNfRKLtnzJuL1iYKN438Bc6YuQyEQsZg+ZADdUq2UZhHltXWVaXHD8Q8SLi/m2Vl3s+N+Q1i9YC0oxYJJ3xc05u332k4z4k1BSaeSlvW7uEOUIXtt2yKf1FhVj22j10alGQrK9VBSImyb6hU1XLHfrZza/xJO638xz13zWkHH0d6hlGL+zNUYRVFwHM1eybrgeshsDuVJzaK1bdav3cRdZzzO6dcfw72jrmXaqLlaRFgqvv7iu4LG3WtYHzAMgsURvS4mEihTcPAFB2FEgvqeME2ssg5gCOSmej3HXB+/MY5fVY3fnODzZ8by+74Xcd7O13L+TtexZObKgo6jvWPlovW4OW06SC6Xv891buvlPH2/K4XyfZ697k3mTVrEw+Ou5/hLD+WLN74CIYjXJwsac+deFRiGgVCK4vIYphAYUmJFIxx13gF6DFLiYRAtiyEiYUQsispLwfmZDCqXI9mU4u7Tn+CknhdwWr+LuOGIuwtq3PW/gElVK/B9geuZKCXwfJNEOkDIcvF8aEqFyHomykzx0MI72b1LH0Ydcy6RkGB5dZDmZIj3li4paMxDduuvC4mWScSUqFQSVVtH/8oQJR2LtCRPNkdjTRMil4Oc29K1KGwHHAdhWXw/eyXn7XYj5+13J2cNuozPXppQ0HG0dzTWNFG7dot3inJdlKelrfzNtYp8HjP901m8dMvbXPfsuVz90O95896PNGtYKqpW1BQs5oBlUmrrvD5SZEPvHPTJIIKS87bfFdFoIetsZFASidpgCIgqZJmLFXARSiEzBiojeHLVKPYdcx+vfX86SzceRs4rrFn9rxFLZq8Ew8Af3Bt/p4HILuWIQADpmLp5xHWZ9dQ4uvap5PEvbuTrOatRsRAbsq0jGbLd4G6ogIkXtYitSGI4AYxICHNQT/yOJXhFDjJkYm6op2jUYkTHCkQ4BFKxenEVZw2+glP7XMA9pz320y+q+EUzgbcWgX+hOPD3e/HH+07TLTAAStGxT0dEMNhSgCiuLAUl8V2fN+5+nycvexGArv07AxApDhU05h4Du/Bp/XPc9MYlJDMy34gEbtZjzpcLELbN5iOReMMPEtl8K5wwzbxzp74BcukcqeY08yct2pos/sy49f2r2P3oXVqK607Qwgo5ICVmUJ+GOUELDMHKhWu5708vs3j2Kjr26gh5Hc6djyisnttlj53Fp+sfZfDeQ8goAyMURASDzJuwkHRDAhlvBmGgEMjNp46moV+xMDgOZUEbsllQ+qHuJjOMe711Wk/+V9Fzu+7c9M6VRIrC4PsooLJ7B73pzWgTwlgsgPI8ZNbl89e/4tZTH0NKyU6H7tBSIC4voKOwE3R4b+MzvLjoAVwl9LmI7yOzOT56YiyGabawmhJNqS3t/PlnMcpHGAaWpaVIFILaNXXUrqvfajr4M+OMKw/hmDP31L8CKVGeqyURbAujohyrSyWRvJlMoiHBMze/w0fPjgcgGNVrYu/texQ05r1/uytjcm9yyrXHEq+NYwYDGJEwmzbGqVld28L4VVKSTWS3/KBpoEzNpg+F8rmA79NYXY+Xdfn8tUkFHUd7hxCC+18+h75dogjHQQihCxGOrQ/ik0lsx8aORTAQzJ60mOtPeYxMOsd2u/QGw0AZBsP2GFDQuB/77FpGZ14nFA4ggg7GdgOgYzmjP56LCOj1XIRDuFlvC4HA9zVrM5kEQxCNOC2HwqvnrSKdSDHri/kFHUd7xx6H78B5dxyv/59B5/W9yrd0/LkexaVhkAql4O2HR/HIJS8C0HNoTy3RVRwuaMyde1bw0YbHue31C0jUNem8Xhh42RzfjJunpcTyOWG8trmF9KSkRPk+uC6GaWAEgyilyGVckk0pFs9Ypj1CtuJnw6O7H8Nx/QYQdbKYQhKzFDRGqK8tRimDqsZiajd2pLk5zHOLyrhm6iimV6+mLFBKKJzBcTxGVhZWvuq8O0/i0w2Ps8Pe25DKKcySYoziIhZN/Z5UPA2GwAjrgyzlOFt+0DAQtolhCEq6lKHiCVS8mdUzl+B5ktEvTijoONo7Oveu5LYPr6a0fze9B0TRuX8nDMdGAMI0KKoo1p29vuLLN6Zw49H34fuSnQ/W2vJKqYJKwFiWyYR7zmfcrWfTWOmh4gZiSRgaBS/Nn4NoCCASNoQUcS8Deb9eL2fip038nIkQgtIOHsGASzCQ47vGLOtSWZLu+oKN49eKQ8/YmwNPHolZ0wShAE4kjFEcwzAssAy8HmX4g/rw7lOfM+qFCXSNOtCcpiiZapV4hg7tweivb2FAURiRc1HxZmQyTa4khuzSAbOqAdGsJcDwfZRSyEwWIxTQRCbbxvMUX4+e/Z9duBU0gYUQQSHEDCHEXCHEQiHErfnv9xZCfC2EWCqEeEsI4fyrz9laBP6JSDQm+WbsnIKJmpuWyUFn7ovjbFbsEDTUpfIJl4FlmzTVNNIiyiMV49+cwvK5qxh6wDCsDiV0GdKnILH+Q9ymgRNy8DM5THsLXX7XI3du0QwzQiHtEhkMasMoAYGgxWOTbiYSdhDCbHEg3fK57VvbacW81ayYt7pg1+vcp5LdjtpFJ1a+Ty7rIqXSzDpDECuN4Ob8fCHVRNk2912uN5mBgIlpGnTtWfh2K9PMt0fbjk4ChSDcuSPbjej3A41gAxCoDTVQVYPh2Oy+32Auv3A/EjXNGGUddBITCeHH4yTrCsc4bQt4rs/M8d/p4mWBsOvhwynuWIzyPFQmQ22+RV/kC1rNzRnNIlAKISUbllQx9pXJDNy+BwYKE9kiwF8oCCFwgg4ym9si2QrssP8grKCTZ9Npg05haMapsCxM2+Smt69kh4N2wMt6Wpogl9NFI9+jc9/Kgo6j0Khdt4l5U74vWLdGpCjEb47bCSUlMp1GZTXLTCgwTEEg6JBsTOrnQTaHv6mB5656hXQiQ4+BnRGGoPegwhaBQa+NdjiAKC/DDAUQQmAVRRh+8HCMcEhvcKXUDPRgUP+Q59Kpawn3fHo1uWReT9h2dCHPMHDzrZntGSr3LcpbV7DrDRjclT4DO+r7PBikqSGF2NwpYwgC0RD+ZrmO8g7IijIevPl9Kvt0wh/cAzmkB9GOJQWLdzNM08CwTEQogrD0c7ZL52IqKiL6WZTJQjaHQGCEw4hwGNOx+d1NJ3D85UfQvLEBDFNrHJNnerXzDqxkPMU3Y2br7roCwDQNDjhhBI5jQiAA4RCbNuj8wzANTNuksSYO5A3+si7TPviGRTOWMXin3pDN0KG4dVpl/13cgZCD78kt7u2eZOSRO+mDDykh5+ridiqt1/ZMBlsoHvv6Lsr7dGlhoyupwHYwnABO8F/uT3/1WLVwLctmF45N3zVSzCHd+yMBP2uxqT6M52s5GENAsRUi7fukPQeZNck12lz+2RgswyC0vgJrXYQBVuH9V0xTy7aJopieJ0IQKI4wdK9tteSIAmVZEMx3NVgWwjLYcf+hXPH0H2luTGPEYggnAJksRihE1m3fzy7f9/n2s7nENzUX7Jo7HzyM0o4lGI6DEQxSW9XUUpMQQj9P1WZDZ6WoWVPLh4+Nod+OfbBLYtilRQWLdTOEEAQsC+GCqAsilMDwDEZ06YpjWwgFZAzwDFAC01UQt1ENER7e40gOHtiDhKfIuhamkIxv2IabFh5FTvYt+FhaCyvnr2b53FU/++c6AZs9jxqOSOcwEzlUTiKU1mQWhgFBfb+qVJpXb3ubbft3xFqwgi6tJAcB+TxJKlQqhQBMx6E86GCaDlanSsyyDohYDDW4L6pbGcdecyxmLIoRCSNCQd19YP6nSrri//D6t8gC+ymltgeGAQcLIXYF7gEeVEr1BxqAs/7Vh2wtAv9EXLbXjVx/2J28cOObrX4tpRRv3vM+x3Q4AzeTw7BMoqVR/EwWpE/vId24/eNrEI6TP5HT8F0fwzQYuocWyB+6e2HZKJsRDFjInIufc0HoguK7D37SYhK3mfkLIAwtGZFN57jlhL9iGEIXgIXAzmuumP+J9sqvENWrNnDRiD9z0Yir2Li69VtMGmvjXH7gHTxwwfMYtkWkNIodsJG+JBgNsv/JI9lxv+1amI9m/neUbNDJxsCd+mFYBj22aRtTD5nOgOeDaWFEI3TaphsL5q3X8ZpG3ogMyGpNYOX5zPx8HmOf12zAzUxTEpqN3qVv+9YEfuLaN7jxlMe5/sRHCnK96WPnckzF2VSvrsOwLGJlMXxPF6vKu3Xg+rcu+wc9JaW08WWiPkGPbbti2SZ9h/VqE63TWEmYXHMS6XoIy8SJBJn20SzcVAZDCFSLgSJbDkgch4f/9EJLMq6U0vdMHn6B3ZALjXN2uo5rjriPKR+1vqxKLuPy1wuf4+zBl0EqjRNytDSM72MJxXa9Szjr0gO1E45ta8NBpY2XLMdixwOGgIJB+TWy0AhW6ATTjxUhAg5dendk7IsTQKp/TPuE0Gu7gpo1tTx8wdN6bQTwtWY28B+YU/w6kawbi1tzGt7Gw1Cq9buB1i6r5vRtr+Czl6Yggjax0oiWRvI8YmVFnHH7SVT064KIhME0MfO64Y3VjURjQcrKY0SjIUpLC8vWBL3ZlQpdjKuPYzQn8ZpSbKzSRUXyh24ohbBtDMdBhSN88PJUvp+1pVD1w3lYyG6MtsBVB97G9YffxZOXvtjq11JK8d6jozmm8/n6gN0QxEoi+K6WU+g2oAt3fHgVRl5uBEevkb7no6RiyO4DEcCQPQqrZ74ZgXBAK4hlcgjTIFIa4f3HxwF67rWQNvL65iDwPMmtJz+iczL0952QZtgbVvsmdtRt2MR5O1zJRSOuZe3i1mcNNmbTnD/9Oa6b+xbFQY+oHSAUMLGjGSKWzeGVQ/hN5UA8aeLYLpGQByjS6M6THbp2wUDQv6JtPAyEkz9od2zIZOjUrYRvPp2pn1eb54pS+j2+j3J95k9ZxCfPT9Q/LwRGJIzh6AJS526lbTKOQuHZa17jukP/whX73FyQ6838cgHHlP2BFdO+Q7kusdKI3otJnw49K7n61T8RDAf0epn3mVFS0VyfoHvfTjgBm54Du2DZhb/vi4NBvJRC6ccStmkwZf1a0krrl+PmC2+GQgqBkAZSKm7/djQ16QQgSCUDuLkAzZkAvjIwjfZxAF+9uobzh1/FhbtcQ9WKjT/rZ7/z5BfcdNbzmJ7CDFh40QC+bdJz9/4EAgJzwUpIZkBBLpXPoa8AACAASURBVOczdM9tAdh+r21/1jj+GYm6JvB8lJQYjk3jkg2IfPcNAK4LOQ/RlGbMa1PQc8OAcBDl+5jOfziHW4EJrDQ2aw3a+ZcC9gPeyX//JeDof/U5W4vAPwFSSlYtXKf1bFb+vDfJj+HzVyfx/PVvIH1trlZcXkTnfpUoX6JyHivmreX6I+/V8gmOQyASIFQcJtqxlOdufofh+2zHpzVPcd6dJ7V6rD+Gfjv2zrMydfEwsfl0MO/CKLMZZDqtGXOu20JmrllZQ2N1PUrqh6ub14Xxsy7XHXZnm4ylEGh0JxEIugSCOYLh1j+9vvbQO1k4bWnewA/2OWVPfNPGCAbJeIrPXprMhLen5516LfoP6YqsqSPg5fj7Xz/lgQm38kniVfrt0LvVY/0xlJZpmQGZSqGyGTasqUc4AczSUsxgsMUwEcfWGqFoaZHvJi4gV1uPbIzr6en7IGD8q5OY+tE3bTKWQmDSBzOQUm4xzGpFrF1Wze1nPEU6oRd2y7HY87e7araQ71O3roG7fv8YmbhmJZsBh4rOxRhKMumd6Sil+Cj+Eo9O+0ubFIGdoIPp2FrSQQlyqZzWanRdlGFgBnUSsFkPWDg2yjBobs6yfM5qrU0rJb6rTeNEIMD5I24g1Zwu+FgKgfXLq0k3p/E9n4aq1mfUP3/Xx4x5aWJeZ0vRa0gPzKDe9Lk5j7kTF/Lon57Xb/Z9OvUsx6oopWxoXx696X3OuO0kxrhvctDp+7Z6rD+Grl2LUZksKpEA16X6+zV6TUyl9PegZZNLnlEjPcm6JRvJ5fz8ASmoiJYrqF9fz/PXv94mYykE3v7rVyjpU70mn0+0InxfctH+d7Jxda1mK3qSg0/dHT+RQpkmzc0ZXr73E9asbkDYFoZl0rdXKWyso2HpemZ+Pp/X37yAd9//E8UFbtnfjEiXcr3uBR1kNELDhgawLfzmJH48jt+cQGWymnHuOGBbpHOS775djbAdbaKK7tbCNHn0wudZuWBtm4yltaGUYumsFSipqF7V+jqVU96fwTPXbc7rFbGiEN17l+v1xJesWbSOG46+L18wVQSLQkSKw4SLQrx8+7tsO6I/o9KvcdlT57Z6rD+G3kN66EKvYaCkRyqR1XsSIZCZLNL1kJ6rWcGhIMLSpnGbNjRQu7YOmcmgpCSXyqB8Dz/ncuWBt7dbtvm0j2fiexLf85Fe6x9gnfXl23yzaQUK8BQc1a8nwkmQy5kkXI+xNbN5Z+0clBBk0wH6F3clWJmka7cczyz9kmdPOob51/yJYV07t3qsP4YO5RG9R/QlIhKmqqoZ5fso00QEHC33lkprrXzfRymJm8qxeN5apGVDOKSZhShkLseMcQuY+O7XbTKWQmD8G1NQUrGpqvW9f6rX1HHj8Q+SbEq1sMr3Pm4XpBIQDlNfn+K+M58kncgiTBMrFKDrwC5YQZuvR88m0ZDgvVWP8PiEG7d0EhQQhhAEpKFldrIg45KM5yFtieqaJtApTSzarCmqCVOTCIBNDT6za2rINjl4aYv6mjBmo8XxfWfy6pqLSPuFY2G3FmZ+uVA/p1z/Z+10/372Kp6/80OdSwmDzskkZnUDRjLDyrFzyCyvxkhlse0AlBQRKo5gBWxGp17hnLtP+dni+DE4RRFNsgiH8RJJRHMKY9k6SKV1d6ECMysxXElW2MhYGFVahCyJ4vfrTC6R4t0HP/7pF/y/FYHLhRDf/uD1/yz8QghTCDEHqAHGAcuBRqXU5l/kOuBfsvW2FoF/AuL1SZ0wGwa7Hb1rq18vHAuhDLOFCdRYG2fprFVaYysv/SDzxYbuAzrh+QI74JBOucwev5BvPp/PA2c9yQNnP4nvF/60KhQJcsr1xxItCWEFLEzLYtvdt6XLgK5am86281qOPzC+yzNqWv6uVIt8BMCscXMLPo5CYWqulGsmbuS0sR5F5a3vxp2zHOhQCqEQ+D5jX/0KhTZf2NzKozyfaHGISNTh+2lLqOhaSvXqOl6+412k+x1u/Sl46XGtHuuP4Yqnz6Vn7w4UlYSww2GU69FnWE8CFijP05pUpolKpiGR3KJNB5pB4HtapsDXp9XSl0x5r/0mi5lOJXjJZrY/anirXytSFMata0C6LmYwgBcIMualyZqRLQRKKc18AnoM6oYwDeINKUKRAEtmrmDUc+N5+7Fx3HTqEzTWtU2CdfM7V1BUUUJxeQzDNBiwUx96bd8TpES6rnYatiyMYFAX6nwflU+efmw7W7uunvoCmtwVEhvX6kM7mc226L61KqSPsGxEMIgZjbB07lrdxg4tpiQKgeVYdOpTSfXyamIONDZm+OLDmSyes4abj/srb9zzYevH+iPY9eBh7L57b6JBC5XNID2f/sN70aGySDMNhGhZ90Twn1riNjPQA1qfzIhFUUpr77VXzJ8u+O12g7jpzD1a/VDIMAQq54JpIiJBVCzMO/dro0q9uEik5yNzOSoqi7EMxbJZK6noWMSa7zfw6l0fMf2TmVy53y0FbQH/Ie5+80LKh/SmtGMJImxT3Kuc3l2L8sbCqqWAQjCIQJtdktYHVCIY0C/L0tIXpkU2lWXZnPZpDpdJZlC+fmKPLIC/QaQ4ggpHWor0SVexaO46Lc2R/3/3sy7K9+m5XTfcjIfZoZhM2mXuxEVMHz2bh89/mntOf7RgsnQ/hBOwOfP2E4mVxQhGw5i2ycDhvejaS5v9iHxXovJcZE0tUsotXTNCaHZzPscXAEoxf9L3SPljq+avH4kGfahnWAY9tuvW6tfLZCX11VEaayNsqC7j5UXLySoDQwqEL7Etl2AoQ3HQonOxyeLEOnoWRdmYbeRvy75k1fcbuPa4h5j00cxWj/XHcOFtx9Gvf0eKYgHscAAiEQbuvT3hylIwTMyiGCrfSSocWz/PNndmSYlyPWRjvKXTz/clE9+Z3iZjKQTc/DNg+30Gtfq1wtEgfs5HODZm0MH3JZ889bkmQ+Rc8Hx8V2uoduvfGaUUm6obicRCLJu9ko+eHMv7D3/KdYfeyaaqhlaP98fw1ElHUWaHKC8KYQvB0FBHtulQgfAEssnCxQApoMxFRVyUISGsqcPKUBi2hKRFNhkkkQqR8hqIu79+c7is5UAkhOhQ1OIn9XMgFA7gVtUgG+PIxiaqa5KaXJPJ6LzDMAgUR8D1cSyDhupGXrz1HW4/4a88fdXLP1scP4Y7Xr+A0sE9MUrCmALKimwtT+FYCCEwi2OIXN7E3PPBV6hcDq80Ap3LwLEZ81M1xxWgxH/+gjql1E4/eD39/3y0Ur5SahjQDdgF+DEK9b9cYP+lsIUQYht0FfnrH9COEUIcrJQa828H304QKw1z+Dn744QC7HvCyFa/3tC9B2HZFr7n02NgF9YsrYLNSV++MIzSidXq+WsQlkW8IYWhfIq7dqBDRYzPXp4ASp/eH3vJYa0e8z/jzNtP4szbT2L9sirWLali6qezmfnlQu26DfhNTbptMV/8DYYcijuXUbtqI9L1thSE8zjxmmP+65h+qfN5r9AgHv77aRx/8gEFYT8ecsY+PHf3pxihACFL0ZzM6VYsG1Q211KPT9QndLFUKTaurCEQCbDPcbvQVPUCF4xMg3iKZxfuRqQ40uox/xCBoMPTcx9AKcWsCYswDcETV76M8DxdjPMlhm0g0WwfYerNyurFG0lbNiqdgcYmXVRRCsMQnHnHyf9VTL/UuQVw2p8OY9GSKi645KBWv1aHjkWUdoxRX9VIp55lbKxqwtvMzJYSYeVlIIRg3ZJqbeLnSTICYpWl7HncCK4++gFkMsN9yRR/ef/KVo/5nzHy8OG8W/008foEc8cvpG7DJi1nk06j0M9drVgjAIVyPXoP7saahWt1ImwYWziLUrLNLn3p9l8mV7/U+TVgtz6MeHh/hoZ70LlX68uqHHD8Lnzw2FiEY1HZrZSq5RvzRleqRU9XdwEEqV5TD1JRv7oWpyRLr6E9WP/9OqZ//A3TP/yanX8ztE26GW584xIAFn+7nHRzmtfufB+F2FJEyZspGkKA7dCxRxmZRIZ4XtNbZbOojIPKZBGWxcWPn/1fx/RLnV/HX34EHz8V5Jx7ftfq1xJCsOM+2zL909lESmN4yieDgSgu0uzZbD5fSaWoW1mNdPWhfG1VE8EORfzmtD155qpXWLt4A9cecgd/r3q24N0MlV078OqX1+B5PtMnLcFIZ/jb5S9gCvA1fR4zFkEnkQKRybDt8N4sm7uKbCIDlolyc3pz7+aIlkbZ98Td/quYfqlzKxAOcNTFhyBdn0PO3r/Vr7fdyP7Yjo3rCnoO6MSaZRtR2ax+Xrmeptc5NsrzWP39BhCC5pomhGNTWhqia99KHvjD46Cga79OnHrj8a0e8z/jlGuO4ZRrjqF6VS2rFq3n29EzmTpqDkZpMQBy06Y8s1chfA8rGKa8aynVKzeiMrmWz1FoTcijLvwN5n+p/f9LnV97Hr87C+es49BTRhbkOXDKgGFcP6UWN2VTUmJTn0mCsFGmomvXBmLhLJuaItTFfZp9D2EIVsebCTsB9us8kC/+PoFLrnuBYPgFlJyIMAorp2DZFo+OvRqA2VOWYBiCv93yHmYgAK5CCQsjk9Ym4YZA2Cb9hvViw5oG0oYFiVReQsVCxZsxUJz9l/+uG/aXOrcATrvxeOZO/O5nWf//HYo6RKnsUc7G1bVU9q6gZnkV3ub7WUnI6s43JX3Wfr8OHIdsxiPTlCQSC7L38SO56ah78HIed5z4Vx6cdHurx/zP2KNPL6ZffT7xdIZpS9cQjzXy0spJmFOCKAHZYhMiUnPS/j/uzju6iqp7/58z5fbc9IQkJITeOwgiCoIiKgqiIioWVOxdxF6xi70hdsEKCFZE6aAioBTpvYVU0pPbZub8/pgQfL+/V0W5N+D7rJW1buYmM3tyn5zZ55y9n8clkUja+zPYGcpH+AOETQVpSvxaiKCu4lTake46PN+lo4Ffxw9sx69n9WbAecdGtUo7q1kqukMjEgziiPdi+Lx13goqaCqWQyXg96KW1xARKnpqEu36tmHOG7NBwrFn9qRj39jIQqRnJfHRgrsp3F3C6sUb+OyZLyiN2F5UMhC0N5cMEzBx+RzU7My3NYR1wLQQUnDFUxfFJLZ/AilluRBiAdAbSBBCaHXVwI2BfX/2u3/4iQshbgQ+B24A1gohhv7u7f/Z3vwnL3uN0xJG8+OXB/UN50xexLeTvmPee3MPO2E5FMQlevk0byIT5t5Pam4abu/BiiDlQDIhJek5SXY1hwBVU7AMk+JdxRTsLCI+JQ4hxBF3ps9qkUHPwV2Y/f4iSvaW2lqZhokwLYSqkpJl60954lyMmzTGbqc+MFDUuVhrDo0BI487rDiOBj5XllZxdtrlnJ9zNcHagw7wE859ia0PLWbX+6saIgzOuWoAb8y5g2vuHUJGi7SDFWZQv/iuqArxKX67NV6Cy+skHAjz4+fL+W1ZX8qKHZSXaFQcoWpNsCft3U9sR/GeEvZsyqe2us44SUqskAEC3D4HVjDIccN60XZQN1SPBzXOh/D77URSCJq0zya18T/XQTsauAXw0erVtHrpOR5buKD+2K6dxbzz+nx+mr+RcLBhzG8mb3+VV1c8RctuzUhJjavXA1QcBxaAIbGR3z6uKrbcktNJTWWAxZ+voE3nHIQQlBdWNEi8fwR/ko/jz+7Ft2/Po3BnMfoBHShVRagqLq8TaUkUXWX89LGYofDB1lahgFBQNZXTLx9wWHEcLfy65qLXOfP4R9m942D1w2tbv2NOk+3Mbdkw1YItOjVhyvoJPPTJTaTmNvqdrqQ4qBYgBKm5aage21zN4XViBEJs/XkLiWl+lLrn5Z5Nf5obxRytezQnKSORNQvXU1ZQbuvjH1jIDodJTPEgI2Eym6Ux8q7hKLoDodpSEVZ5OYRDqIqg28BOhxXH0cCvLRv3MeSER7n58jfrj1mWxfgRz7Jq3m/s2xZ7GS6ABz68gdeXPcqQS44nKz2uXotSqTNLQ4LT7cDhcdncsyz0OA+hkMH8L36ly8COCEVQXV57RNvcNU2l74C2rJqzmvztRfUmm7bhoL35KcvLMcrKufjOM3C7dLtjpjaIDIXB7UZPT6XvBf3R9L9rgnIQRwO3AJ6/+nUGO0Yy98NF9ccWT1vKN5PmMPeDxYd1j4cKl8fJx+uf5JkZt5CS7MXrOJjL2zyz85GMFhnUVXmg+NzIQJD9+8rYuX4vyRmJCCEo2XdkqukOoFFuKr1P7cKsN+dSsrPIzutNCywQikpy41SEruPxOrnnvWvtBWApbTM8TQPLQlMkJ13Y97DiOBr4VVsV4Lwm13Fek+uoqTwo+/TMXdNYtTqf9RtjLzUCcGG7Liw8bwyPnzSAFilxSMOW4xDawYm+qHWQ7HEjTA1NWnh1B0HTZGHBFgZc7CUlPYQ/wQSzpEFi/iN07duKytJqdm8usE1ehUBKC6uqBiwTr0fDCgTpeUpnOp/Sxe5ecOjIykosbH39jCbJZDb756a8RwO3wJaHHOwcyfPXHCwEzN9RyMSx77P0qxUEGkhq7K2VT/Dqjw/Trnsz0rN/ZwpuHew2js9Mtk3ipIWQEoGkpqKWxdOW0vH4tghBgxrZ/Tf43S5O6dSKrwt+ZV+wDOcBWwVNQljFYzjwxwfxJwd44+SzcMQFUDSJx2XiTArxbO+PuTljEaMbH14F9pHi17XH3MkQ3yh2rtsNwMSb32bFxwv54b15Ub2OpmtMK3qD29+9lpTmmXZ+K0SdcTtInwtV2D4+QlUxLcn61XtQVAVFVSjZG3uZk/ScFDweBzvW7sYK2usHQtftggxFIMpr6NwiCSqrEIaJsmk3yta9qNKkbY9DNwY80Nz+d77+CkKIVCFEQt1rN3ASsAGYD5xT92OXYHPsD/FnK5pjgO5SymFAf+A+IcRNB67/1yH++7BvRxHzPvkJI2zw+asHW913bcrHiBikNWk4AylfvIeF05byy3erCVQFbX1JTbN3QQFVV9i3KQ9PQhzeOBdn33RqHXEVnr96EtKC2966hosfHNFgMf8RFEXh3JtORRoRwkX7ufyeM+rfqyipMy2Rko7Ht8XhdqBoGkJR8CX5uGrCxTw8cxxN2mUfbhhHnM+T7vyAypJKSvbur5/UhsMGpZbENEyatD/sezxkpGUl8Pq4KWz6dRdYpl19FgpDJIJlGEigsrwWqSh06N+Bln3agstJJBThsQs+4sTzT+Cxb+4ls3nDOwn/X5xwdi+Sm6Sh+OPoNeJ4OvWr2z2UUFtWA1KiKZJThnVFCQQQtQEURaH9wK5c//IVPPz5HYcbwhHnVlU4yONL5mNYFtPWrK0/vquigggWDo+O1+tqiFBwOHXytheycPrPFOzej+Kw3Z6ladnefbpK6Z4SvIk+NJeD4TeeiqytwQqF+eq179iyfCtXPDaSh6be0iDx/hXGPDkKACNicMmD56Lr9uQqWB1ASollWiRnJtKyWzNQFDSXE83rYsTtZ3DbpKsYeMHhTXQ5Cvi1fPFGtm3IJxiIMHfeuvrjebN2YVoWuTScmUximp8Pn/uG1d+uwKyuwRZwk7amqe5AKAqFW/aiYZHePIOBF/Stk4CJcO+Qx2nRrSl3TbmJfg3Q1fNXyG6dSc8hPcDlIrlZFsNvOrX+vYpC+9moqILjh/VA1RSw7I6glMZJXPPcpTy/+GF0x2EvYB1RfpmmxYSbJhMOGqxfe9BAaX9hBcLhwDBMMg5jMv93IITAl+Dmk+dnsX31LkQkApEIMhhCdTkQiiASDBMqr8QMhTn+7GOI82lIw2DnTxuY9eZcRow9k5eWPnZEtA//L0beMQzdoWJEDIbdcCrp7XKQ2AvsZsiWFHN5HPQ/uweKaaAl+tHTU+h7amdueOp8rhp/zl9e4y9wxMeuwt0lfPPWPEzDZOZLB4urdq7fQyQUIa1Jyp/8dnTh8bn48dvVrJi9mqrCCoRib4Sa4TAooPncFOwqwe3WcTkUzr2in71oqiq8cuPbBGtD3PrG1Vx5lFQhXXDvOQhNwygr5/I7Tqs/XlUZAGwj1Vbdm+ONd9uLQ4aB2+NgzNMXcf+0sbTqfugT6T/AEefX+4/MoLyogrLCCrb/tguwc4WSXYWYpkV209hLvB1AutfHE6vn8vP2EoQpEEKiWlCyPo09azIIRxTwFIMiaR2XQ6eEbISUDEr7jZ3czS7XqajJryP0lg0W8x+h96COpGUlgmnSsWs2PY6p69qRUF1SZef1SAYN7YIoK0WWlICUNG+WzPUvXcZj39xzuCEccW4FqoO8fMu7mBGTuR8elH3K316EZVpouoY/Oa4hQkF3aBTvKWHO5AXkbdmH4tAQ/jikFKgeF2p6KhWF5XgSfCi6zrDrB6N7PaAqfP/hD6z7eRuXPz4qGp9LVHBTi9OIFLgwDbh+QG+8cfbz2lDCICwUh0Gix03H+FykpWCaKkLq7DTHk5n0DIm+w+5OanB+7dywly0rthGqDTHvU1sqpSS/HNOwYjKXd3tdfDDhK/INgXQ7MCurqOiQSHWHdCyHgiirwqmrJCU4sAJB8ldtQdM1bnn9qgbLz3sP6Y6/UTIEQrTrkGHL+3HQ1qr30J5odQUlQhGcPHoAT8954O/938XAGA7IAOYLIdYAy4HvpZRfAXcAtwohtgLJwFt/dpI/y1LVA+XpUsqd2CQ9VQjxLP+ji8D3nvuCrVsFdD+5Y/3xH75eheLx0ua4dg0Wyys3vc0XL379H9Uk8nfkSMxIRNF1aqsC1FYG+PTJmWBZdD2xPUII3D4Xgy7pj7uBFn7+CilZiWi6Sq/Tu7H0ixV2pZyiEgnblcyNctOIhA3eXPscZ910GpquEp8azzm3nkHPwV2jEcIR5XPe1gJmvzUfECgeD03a2lrdu3YWUepwYvXrRHa3w2stOVQEqoNc0PQGQrV1laGWhHAYs87cI7ddJpoqUBTbwGT9sm1sWL0XzR9H22Nb24ZMHXLoOqDjn1+ogaDpKnE+J7ppcMKQzqxZshFpRJBGBBw6iqrgS/DSf3hPHv/ketKzk9F0lQHn9OLMawbR6PDb2I/4WPni2sVUJ9QgXAat/Qfb+L5ct4l9xzihbzJuj6MhQmHh1J947LxnbVkXwDJlnZa5hTRMmrRqhOpyUlsbxjQspj/7JZZhkJEVj8OpoSgKJ444lpSso8OZPi7Rh8vrpFGTVCKBMOHqWqyaGsyaWoRp4E/0UlVWw5Pf3cd1L4xGddj3MPL2Mznpwr6oh++CfsT59dAlkxClVRiqxcmn2tq/Ukq2vLCZpNGldN3ccBPdcaMmsnlb2UHNeImtYSoE7jg3njgnqstBOBihaG8J3749H0URHHtGd6SUJKbF029En6NikU4IQWKKDx2Lk847htnvzLcXfTQNU4LidpGWm0ZadjIvLXyAXoM6oeoqbY5pyVk3nErrni2iEcYR5ddPX6xg+5xfkTvzcFfX1h9fNncdhtuNyMggp82feltEDbs35nFx8xswK6qQUtq68SG77dWyJO2Pb4Pwx0Fd5eiiaT9TsmkvSlUlKel+pCXpMqAjLbocGdPU/wtVU/Al+vD4PbTo2YriHUXIcBjCERS3G9Wpo+kqVz4xivs+vQXd50F3Oxl+46mcOqovvsM3uDvyY9f5L4LDrkDtetLBqvlFdXqhDSkJ8/YL3zF95up6w1qJqDMhNLFqgySneFA1hdrKAIHqIJ888zVCCDoe1wZFgNPt5ORL+uGJczdYzH+GlOwUdI+LLv3asWreb0hp2cUe1QGEppHeLJ1QIMzrq59hxNgzUVUFr9/NiNvOpPeQqHgUHFF+leSX8/m7i8HtQloWreuqwwp2llC8YTcUFZHbrGE2GUKmwfFT3qA0H5B1awkWUKphBlUaO9OxLBehoBtLSn4r3ceivL2Ewy6OTWmMxELVmiGch71pHRWomoJPNVFrqjlpeHd+XbIZsjKgcSY4nSi6RlxaAn2GdOfJmWPJbpWBpquceN5xnHnt4Ggsah3xsWvqC99QWxNB6DqZLTPrjy/45Acs08KfEocvoWHk+JZ+9Qv3D32yvkzRChsISyJMCysQJLeRG0UR1NaEsEyLzyfNxVQ1GrXOweVxogjBCeceS3qThssV/wxu6UapTCDV58eXEsGwguC0sAyLcKkbV42fGiPEq70v4J6OQ1DQUITg9NzTSfCeixD64YbQ4Py6/7wXET4fwuuh12n2usrWDfmoPi+NW0c/x5p498cU5FXYeruqQrhpEpHMeIKNnGAaWJZFOBCmtDSI6nahaSp6nZl4g+XnioLv5C7QpzXV5TW2KbNhYCoQaOKj24D2PDTtNjSHhqZrnHvzaXQ8/m/KVPwzTeA/P6WUa6SUXaWUnaSUHaSUD9cd3y6lPEZK2UJKea6UMvRn5/mzv3KBEKLL7y5YDQwBUoCjY/UnyuhzWheEECgCTqqr3vro6S/J316INE3crsOezB8yivfsR9VUPIleO1EEsEzcPieeeDcl+8qxLGmXjtcZyghF0G9kXyZvf4U31z3X4Hp0f4YlM5ZjhE3cfjfpTVPtIU4IUrKTyWiazqbl2/jo8c8o3rsfb4KH+z+9hWfm3hfNEI4on5MyEkhIiwdFoV3vlqiaipSSO/s/iLJuF9ovW/G7DvuhckiIhCIEa4JounqwlUdRUJwO0nLT2L2liIghMUJm3UTYBCRxCR7u/uBG3t38IiPGntkgsR4KKkqq2LFmF1Y4QmJKHF7fwY2PM648CUURvHDNJIr2lLDp581ceOtgHvzgeoZc1i9aIRzxsbJvo2YoqkBLCnHFiT0BWLe3gM/yNmF4QMQ13Fiwf18pqqbgcqoHq8wjERRFkJabyo5NhUhFRQrloPszgo792jNl64tM2fYiyZkNq0f3Z1g+exWh2hCRsEH67zYMVF3jmKG9CIThscsnUV1eS2l+OfdOuYFXljwUzeT8iPOrbbdcRDhCYkklWRkJjdNKswAAIABJREFUANw0/hMCTdKo7pmNt1vmX5wheigtqkLVFBxJ8fXHhNdDfGo8oUCIQERgStU2ugzZG12qpnLubUN4b8tLPDRjXIPFeihY+uUKjHAEf5ybRk3T6jSnBV37t0dFMue9hfz4+Qp2rd1F537teGDaWMa9e100Qzii/GreJRfd7YCaIKdfYOvPhgIhXhz9EmbhfvSKsgYzj6ourwHsjkUpZf0XliSjaSrrVu7FcjiRcXEIrwcRZ/+PZ7fK5LVfn2Ly9lfoMagBDBIPEVtX7qSipIrayiBZzVLrN6SEgCFjBqAoCrcNeJhI2GDL8m3c/uxIHv3oOjr0OuwKzQM44mNX36HdUVQV1e3i9Drt35kTv2P3xn22OU0DbY4CFBdUoqoKntx0cLvAaV/b5fcQlxJPwY4SjIhZZ3QVsY1uBfQd2oPJ21/l3U0voKoNNw/5KyyZuYJI2MDhcpCem2pPoIH4ZB/ZbRuzc8M+3nt0JiV5pThcDh6Ydhsv/vBINEM4ovzyJ3lJSrOl91p0zcXhtHP4cSNfRqoaUqgkpDZMpWbEtKgKh9AVFXQTHCZIgem1aJTioSRzCzKxGksNIys0KNPQFIt4h4NeGfdxbNZ3NE24oUFiPRTUVgbY9PNWrHAEf4IXX3IcSt1m7+lXDUJPSuKth2eSt62QLSt3MmLsUB6cMY5zbj3jr09+aDjiY1fn49ui1LXLn3+7PefauW43s96cC0KgORpmzghQWlCOqio4vc46qUaBFQohBKQ1TWPb2r22EIclkYAZCoOEtj2bM3nLC0ze+iIZTRuum/qv8MOu3QQMg1orQrorEc1rgiJRnQqntW6KSKhg7C/vUx0OUVxTxsu9z2Fq/zGkuHx/ffJDQ4Pz69hTuyBUFU0RtOySy8S7P8JISEQmxONPj//rE/xNlOSVoQIUlkI4gqOkFld+FQkfr0RdtwdZUopUFCTg8Tl5Y9UEpux4Fa//sDefDxkVFbXsLKjAcGikts60DZqBtEQXzl928vjI59lqBhj9xhieXfgQTTs2+dvXEPLvfzUU/qyP8GLgPyxo64SGLxZCvB7TqBoQy2evQndo7NtexIBze3H5Q3b724EF1MmPz7DdDC2LT56cwYX3DI95dW1tVYCEND9terUkPi2eH2cuhzpTj0B1EKFpiDoNRKkIhMOBcDqRwSAfvfDdYWtQxgI3vXI5cz9cwqmXDeDS1jfWGSY1Y+/mPJr1aknBjiJCAYPbBo4HBIMvOYHep3eLZggNzueaylp+/HwFGc0bsWPdHiZvewmn21HPraWzVlG5vxrhdGJW1/LQec/z4sIHYxHKf2D3xjw6HW/veoUthR2b8hHCrkgpKar8XSeCrR2IYWCWlFIeCPH9lCWc+7uW5aMBSY0SuPOda6jYX0V1eQ0hA4TbTUZWPOuXbMDjd6PqOo9c/Cqbft6CNAw+2vlKNHcaj8hYWRVaT9DIY8WuHOKcLraOvNs2wqvj131LZ6PWSo7J2Ubz7B/Ir+pHRlxurMIB7IWTYNCk/Ymd0FwOVs9ZjWmYCMCMGBTnldl631IiIxGEoqBoGug6309ZwpgnLiQ+xR/TGP8uhl1/KpZp0XNwV1679X1QNZp1yqFkXzlut+2UnNY4gdFtb8YwLbJaLuPddc9GM4QG55dpWiyesYy07GS2rs3jjpcuJrlRfD23SvLLWbVoE6HGLtw7yhh/+xS+/fr+mG88Fu4qplmqA790487N5de56+0NUE2jsiqIZVqIA2sk0gJFQUpJuDbIB498xuOzjo5WxN/jgam3sWrBOnoM6sSbd32AENC8Uw57NufRuFUGezfl89OslXz3znykYTDu/etx+6JaCdjg/CraU8LqBetIzkxk/74yvqp8r37xG+DjJ2ZgmRaoKqGgweRHPuOyh2MvbVW0t5QO/ToQDoTI21lM2a5CUBTUuDgK88o4QC5pWQiXExHngcR4dm/NZ+0Pm+hx8uHpM0cbXQZ0YMwTF5KWncKyWaswKqpsvwhpsW/TPoSA7NZZXNL6ZkoLylEEzA5/FM0QjsizceW83wC7bbrnSR3rF1AO8OvNuz60J3umydevz2HMkxfFfOIZrA3hM8K0bhyHPy6NpbuK6ltPIyaEqwL1/gx2dQdgmBgRgynjpzLsutgbu/5dXDthFM07N2HwxSdwdbfbQRG07d2KfduKyMpNZs/mfAQWNx13LwjBCef0pvfpUZV5anB+BaqDLJmxjKy22WzfUsgbS8fj9hzM639dtJH9OwqQgSCWEeG+M59i0qqnYxHKf2BrZQl9mmdRVhHCxGJNfiEgkB6Dfc4SElUJFqiqCYZErdGwdmh4Ouczc+8yxrQ8OeYx/h34Erzc+9FNFO8twUjwUNo4AVkVoplDZ8PGQuISPVimxYQrJrLuh42gKLy77plodF4dwBEZu7av2UXelnyEpuFw6Xxb9d5/5PUvXf+WPefXNPbtKWPtT5vpcGyrWIUD2Hl9VWWA9v06ICyD9cu2E64NgWliGiZFO4vqPXxkXW6PYWCGQiyevpQxj4wg9Sjp7DuA8zp3pDYS5ticHJ778Qdq98TROjueYrUCCx1LWjTxJfLkrzeyrjCFb3c34uvTb49mCA3Cr3AwzKJpSzHT42hxdndmPT6yfu47c8oirIIKMCJMuHwi0/dFj9amYZLepjFZFUGK95URCEkUpxvvT3vs7pcDiPMggaqCEn6d+xtnXHlS1GI4FCQn+bh33BDKK2r58JbJSCNCfFoCqlPHMi0KVYNX7/6A0oHZzO/3D/K7Q5d3OCL4s0XgVlLKeQBCiKZSyt87vzSMQFuMsXXlDh4Y9iSmYaE4ncSn+Pl458v173/42GdEKmqo/wQlrF28kZ6Du/z3E0YJi6cv5du359uTIE1D9bixwmGkZdbvsglFASnRdQ3VoRKOWEjLoseAwxMrjxUat8zgkgfOZee6PZgRA0URlBeWU11WQ9MOOTw88w6GJo22Hx5C0Kzz399t+Qs0OJ9fv30K309ZjObUMUxJdXlN/WTEiBi8eNVEFIcDKxIB02TL8s2xCOP/w4vXvsGO32xReDU5CeF2o1kGof3ldiVH3QNCOBykNk6ieHuB/bNYtOsVlfbjqKN/nX7QC+M+Qno8NGmTyZ5fNoOUvL3hBfL3lHLngAcAUJw6nuhO+BqcW5YMszL/XCSCd34exNp9OSy6aQwpPrsybUneTn4tL0R3anTpvg2nHuGnfd8yvPXVsQinHns25zPlic+xTAupKCjYE2/VpRMJgBWxd9vtsczCn5VKdWUQyzTJaZWJ9/Dbj6MOX4KXix8YQbA2xN49Zag+L/7UeHZtyKdweyFf5b/CjX3uwahrG2/SrnG0Q2hwfs37+Eeev/5thADL6eKnWat4fNrN9e8//NUCAtk+PLtrcRWFoTBMbXUIb1xsN0inPvMliz79EcDeDFVsY0Grsso2JlIUZG3ANo9J8BCsCWOatuRQlNqPo44OfdvQoW8bFn+xAnw+fF4HO37bgxAw5olR9BzcheFpl9sLQ6pKdsuoV103OL/uH/okO9fuxjIlmq7iT/LR63T78yneu59PJ3xJXTwgJQunLW2QReAJV04iEjLAkqhxHhR/HLpDw/B4sQRQXWNXZyb4SUuLo6isFmFZuBPjGkyy4u9AVRXOvvl0AKa+/yNKRho5bVJZN28Naxav54uK95kyfjofPvE5QlWJS4j6/2+Dc2v3xjzuPdPO66Vp4fY5mVn2Xv3705//mlB1yJb0MOw5+PJZK+l/3uGZD/8Vls1ew6z3F2EaVp3pmwcrFEExI0hFtXOvSAQQKLqG5lYJ1YQQuka3gUdn82VG0zQuvf9s8rbmE6wOoCiCQFWI6vJaUtL9fF00keGpl9W73cRAeqPB+fX2fZ/w1cTv0eI8WGmpFBdUMPoWe4Hesiyev3Ii1Abtz9Oy2FVnwBRrPLT8e1bt3wdhgVrqQDNURAIYhsQKaYh4SZwrQFmVh5wMJ/nb7VysIuSla1LDSNH9XRw//BgAXpy8gFq/QpPGqRTM3w4CXv7iVmpKq7i5j72xqzh0fIlRlUZocG5JKbnx2LvtnEXTEJrO26ufpFGdhMLaJRv5bckmhNsNloUAvpj4fcwXgYv27OfdB6dhWRIrGMTh96E4QXM5iIQiSCGwwrbGvKIq+FPiqCiwzSvTm6QQ30C6xX8HPoeDG/ocS9gw2ba1BFdAIb2Nl23VhWwqL+WHQeP5eNs9HJs4B5kreGHX/dEOoUH4NXXCF0x+eCphn5PQ8O40SoqjY4tMls9ehZm3v37jsbIwumajG1bt5vP3f8Q0LQy/096cKatAKthdMIqCqJN0E4BI8NMmOvJmfxsD+7WlvLiStwv3g2FS7XBQW6Xw2qoJXHf8Q3hVFXVuHr4H/sn89NDkHY4U/qwUbsLvXk//P+/dG4NYGhwOt45EQXc7cLgcdO7fjldveZdXb3mHQE2QHWttp8L4tHgS0uLpMqA93U6OfTLW45QutskQ2G1hgC8lwd5pq6vMFE4d4XHhSYzjnneuQlZVkZaZwM3PHx2GEX+EipJKNF1F1zXum3orZ15/KmfdeDqqpta3UZ580QkMu25wtC/d4HzWvS6krpOYHo/T7cCfFs+jV73N4i9/IRKKUFFShSJNUpukkZidynUvXhGLMP4/jLxzGN4EL6i2JIWiqjjdDntCVKf3pKgqwrI488qT6DygA+gaF901jPa9j7xhxJ+hsrQGVVPodEI7rn/pci57/EIymzeidddc3H4Piqrw8k+PRFtTr8G5ZVoqX+Ydx+KiXIKhVFqmJDNj5Trumvot+8oq2V1VjqYquHwaqzf2IVjehZNyz4tFKP+BzGZpHHdmd6xwCKuqyq4CFnVz7QNVTpZlJ7BC8Pzce1DMCA5N4ek59zaIS/s/RSRsYERMdKfGRfeezbDrBnHVUxeiaioDR50AAhq3zuShqbdG+9INzi+Hx4mlaniT4nA4Ndr2ackjz87kg5e/wbIsdu+vwIpTSWiagrdZCoMv7hvzBWCAUy7tT3rTdBSPp16/Py7RA8YBh2ppuxArCk3aZXPBPWeBZdHtpE4Mjf4zJaooLbSfjSk5KTzy5R0MveE0jhvaA6/fTeNW9sLv9S9eSpteUR+DG5xfTq8Ly5IkZSfjTfBSUlDBIxe9zPqlW6goqURaEkUVJGckkJqTyq0Tx8QijP8P5902BM2lg6pgGiaKQweHbk9aXC5wOBBOB0QMbn/2AlLcKqImwN3vXUtadsOZI/4TVFeF0HSNAReewIV3n8Wtk65GVRV6n9ENRVNxeZ28s+H5aF+24fMulwNUFc2p4/TodB3YkUnjJvPyTe9SUxlg1/q9KIogMSWOxIwkOvRtQ9/hvWIRyn+g0/FtaN29KTIUQobDWBI8iT5b2lxVER43QrFdyZ0eBw/PvB3h1EnOTOKuKTfGPL7DQVVpNaqmoukad7x3LUOuGsi5tw1B1VSOPaMHAH2H9+L8O4ZF+9IN/2yMcyPdLhIyk3C4dFJTfDx66WvMm74MI2JSVliB5lBJyU4moVECVz59cSzC+P9wVfvexAs3BFWkJVEtgV86IKgjIyql+/0UlsYTCjkY2rojJ/TMgia1XNSkHz2Soyb/EhOUVtWiqgptOmZz46PnMOrGQTRp2YjmHXPwxnsRiuCZ+ffjT4rqYmODc0tKiTfejRkx8SX5yGyexuIZy3jyyjfYt7OYgp3FqJqKQ1dIzkgks3lag2yOpmQl0e/c3ghNRfH5MC2J0DTMiInQNFBVFF1D0TVQFF5YPB5HnBvd6+KpWXfhaCCpw38Cw7IIhU0cqsrVbY/lspa9eKDrYDRFpVNSP4QQmEouLx4X9RykQfjl9LkxDQs9xU+C18VXr8/n7Ve+J29LPqqqoDl0vCl+LnnssI3u/gMt2mfRomNjjGSvnTepCpaqQMRAWBbCNME0OaFPUwhFOPG0jrTsmhvVGP4OAlUBEKBpKpeMG8LFt59G8w45ZDZNRQjB3eNG/PMipdgYw0UFfzbjFn/w+r99/69Dyb5SZr2zENOUmKaJhkGoqpYZ788HIKNpOre8fiUnnNOb7id3wu1zsXj6Unas2R1zI4nkjERGP3o+dw4aX2emZFBTWolwOJCW3SKJqoJQEE6dsoJyFFUQrAnGNK5ooHO/9jw15wES0+N5Zexkln2+jLkf/cCMwjd5cNptmIYZzXae36PB+BwORaitCjB3+gpwOCjcV4HLofLOU7OoqQqw5OuVTN/4NK8sf4LK/VV07tee0oIyls1aRU1lbczbEgecfzxTn/uabSt3IquqsIRCdW2tXQEsZX1bD1IiLYvygnIUyyISDMc0rmhg7AsXsfbnbXTu05JhOddjBsMEgiaX3HMWn5e9i2VZsdDUa9CxsjRYy8rSPGbszUGSQ/xGnWMznDw77wekhIqqIC+PHkq6x0fbpDQyfX5Wrt3DhvXl9OoaW61dTde4652rWTDZHkelaWEKgVAFCFHf1iaELWcTCRoIoWBJiRE2/+LsRxZxCV5eXnAfgZoQW37ZxszX5zJz0ly+2v8mw288jaHXnRIrM4MG45dlSUoqqpn++jzQdSqrI2gJfhZUlrFmTyHOfZW079iUSdeczbo9hRzftimGtPh6+0b2VFWQHRd9XbHfo2W3ZvQ7/3imv/wdANIwqNx/oFunjmN11QWaQ6N0XzmKqhAJRmIaVzRwxuX9adwineYdsrm2z73sL6hk7U9beGnRg7z92zP/E8/G2qoA1WU1bFi6BYRCqeYm8eSOvHzbB0jLYtW8dUzLe42nvr8Pd5yb5p1z2bVhL9tW7ojl/dfjonuGM+2lbzGCdjur1HUMKZCV1QhFIGuDCK8HwhHcLpWK6gi630fYsGIaVzQw4eNr2bWlgEZZiVw6ZiIAyZmJdOnfnq8r3wGIxfjVoM/G/fllzPnoBwzD7phThQAEUyd8AUBq42Suee4Sjjm1K10HdMDjd/Pjl7+wbc1uWnePbTVkQkocVz86guv7PmBXiQaC1EQiWIEAqqraZrZ1sm/SsigvqkR3OQnUho8qf4//hjbHtGTC/IeIS/Ty3kNTWTjtZ75/fxGfl77Dne/fwO1vX/uvH7si4QjV5bV8++lycLsp3FmEu01T3r/nQyqKK1ny1Uq6bXqGV356hNL8crqc2J7y4gqWfvUrVWXVxCVGTUv0v2JwTmve9Kzgl9J8LLfEMEz2K2GEsLtlpCWxTPv/25KCosowZpWbQOgo7lWuw52Xn8ygY9vQrV02Z2VcgxUxKMsr4ZpHz2NG6Tv/E3l9ZWk1W1fuoLSgAoDyvBJymqXy5h1TbKm+4mqenH4TcUk+mrTLolFuGmt/2MiutbvrK4VjBVVVuPOtq1nw+a8gpV31KyWYJkJV7TUr06zrzLLzfBQNoWB31hzF8Dh0Zlw/iopAkB2BMiat/IVJK39h/cW30Cn5VKTcBSixGINjzq/y4gpmvjYbAKssiHP2VhaUVIBT5+Fpt/DA9LG06NoUy7RYvWAdoUAIp9sZjUvjcjvoN+IY1r30PUiJWRnECgZQfC4sVUWtsP0XqosrUfaXESqtisp1/ykymqXz4uLxSAHXnfAQVjCEFTF5Z+WTh597HsVD7J9lfPIPXv+3749qVJRU8vETM9i9MQ+AT56ayfnZV7Hhx42441w46qpSmnXORXdquHxOcjtk44lz0/3kTiiqwk9fruCJi17ixj53Y5qxX6zoeEJbMls0sttbARSBUFW7is6I4PPoaApUlVYx76MfaN2jOU99H/V2hZigfZ/WZDZvxJ66Nqmaksr692I4yYsZn1cv2sDMV7/DiNgPuyu63cUFLW6mc99WaKqCgoXDpdO5T0sURaF520xUTaFphxyatMtGSsljF7zAc1dO5I1xkw8nlEPGxQ+MQHVooOkQtDcPhK7bBnFI3H67Unb25EVofh+nXzWIEbcfPWZwfwS310nPAe3QnRpmXUve+qVbgDpZgtiYqsSMWxHT5MMFK1m+eQ8AK4r20nPqS4xbMot0hx9H0IGrQJLlj8PvcqIrCsd1yrSdeDObEicclJRWc+sDn3LXozPYtrP4cMI5JCiKwrFDe9qbCrqOUscrjAhYJi6vo75a6+0HPiWnbRZ3vXctqY2PLs2w/4ac1pm07taUrWvszwNpP18AVFWN1WQ9ZvzaVVDGO7OWUVZVC8BdL33OaWPfwN81C92hoTh1ENCjVWNUCWlhSGucRFq8j64tMpFIJq7+mXGLvuWy2f+3mCE2OPPKAXh8TmQ4/DsLdFC8HhSnE1+iB0URbPllG9tX7+SYU7ty90c3//lJjwIoikL3E9uTkOqnsrQWVJW924vq3/83PhsXfreWOV+tBmzTtRGZV3FJ65to1aslmteNmRaHP95DTusMFFWh28AOWJZFuz6t680hx/Z/gKdHv8LsdxccTiiHjPNvPxOhKrZ2eThiV66YFiJka5g7dYGsrmbiuA/JykrggusG0ntguwaJ7XCQlOan63Gt6scrgA3LtgE292K0gRUzblWV1/DpC7PYud7O6794bTbnN76KpV8sw+N343CoWJakSYdsHC4dl89N0w6NcXtd9BjUGVVTWblgPY+PnsitJz1CKBD7Te5mnXJo0jbLXkAJBKCm1tYFlhKh6fgzk9FcDoIhg1lvzqFZq3Se/DKqOpQxQ9teLWncKpOd6+zPI1h78O/5bxy71v6wkenPfUW4rvhhTKexnJc5hk7HNEVTBKrPja6rdB3QHkVTaNI2C4dTJ6dNFrkdc7Asi6dHv8pzV07k5RvePpxQDhk39+yDQ1eQisR0S5ACxW3gTAmgOSVxqpN4Z5Cdoe/R/TWM7NCWW7v3bZDYDgcup06frs1w1el0oqpsWGrL5/0b83rTtPjyzfn8Mm8dAFtW7+L8ljfz+GWvk9YkBc2hgoTkrCT8yXGoLifd+7Wxc4STO+KN91BZWsXYAQ/y0DnPsHHZlsMJ55DRf1gPe3M0EEAGgsg6OR1FUXC6dTRdxTJMXrvlXbKaJHHbxCvIan70q4fmpiTSOTuD9WWFdmmkBnnV9nNSiH9PXl9eXMUnL35L3vYifp37GyMyxlBdUonqdSHi4/GnxaPpKt5GCeQ0SabbSTaX7jvzCZ4d8xofPT7jn9/Nf8GgwZ1wuXREyETRNERSAooh0SISxe3EMk0K9+yn0wltueHZUVG99j9B8y655LbPxqqugUiE9T9uAqLw/PqXVgI3E0J8gb0jceA1dd/HthQ2CrAsi3tOe4zCXcW07d2S799fxHfvLWT0YyOZ8fJsQGHLyh08t+hhineX0KR9Do+PehHDkBjhMONOepgzrxvMN2/OxenSGf34hai6SuNWGdx2xjOcfN6xnH7J8TGL/917P6ZgR1H94NO8Y2N2rNmFpSgIRaVqf5W966YqrFmwDgQ4PdHZwWkoPPHtPTw68nmGXD2oIS4XVT5vrtzHrb+8z4npHZg39DMs02LP5n0cd2YP8rfkoWgaTl3l2a/HUlZQjj85jtsGPISqKWyau5eRja+mRY8WrFmymYGj+pLUOAUhIFAT5pYTH2bc21fHzEnVNC2eufZtLMsu+lV0lewWmexcs9NeCMaOAyHI37kf1HIUIXD9i/glhODKJy5g8YzljHsj5q3EUR8r35o0n9mz1jD4wp68ung5Imgx/uwBLIpfQfO0fLbnpfJ6v0sIyAiJ/dxMK1hL4fpqcrMqeK/6Q9Yv3cb86SVYFQZ3jzqZxEQPhmHx0K/zydmTyPi+J8WsuuinL1ew7Jtf7YpfIC0nherqILUldvIerK1zPXc6WDZ7DaqmEA4d/ZWav8d1z4yicPd+sls1IrlRbKuriTK/qioD3D76TeLiPeQ3dbFxdxE/5+/lwuM6s+q9H3EmuNhmOXhm3l3sLauiTWYKlz34Ea5aCK4r5oq+D9Nn/Gl8vGMTWS0TOCshB4GgqenlhgGPMPr+4XTrH7tFsWeumEhtaZVdMSclrXvksmXVLmQohNB1qktrQUqC1RabVtiLXCmZR/8Gw+/x8LRbeOv+qVz1xPkNcbmo8mvJjGW8eP2bDLt5CFM+WYmUFoVb9uHWIVQbAuC4Id24dsJFhC0o31fKk2/PwelxMH/KAnas2YkRipC3OZ/Rj59PVqtMtvy6nRWLN/HTws3c9dpoPL7YSI8U7S7hg0c+A1VDAC6/F3+jeIq3F9ryI4ogVBVAWBYb1xVgSijavT9WC6gxQZsezTnt8v4U7ynl7BtjLpESVW5JKXngrKfYvX4v3U7vyaz3l/D12wu57IGzmPrsV0gJO9bu4fklj1Cyq5jsVpk8d/XrGGEDGTK45/THOOOaU/h28hIcbgdXPDIS3aGSlp3GuFMepd85vRh+42nRvP//wMcTviZve5EtWWNKmnduwu5N+4iEI0hFobqsFlQNGaxh1by1KIpA0/493AJ47Os7GH/e8wy8sEEWF6PKr10b8rhn2AR6nNSReVPmE6oNs3vzPvqPOI783aVIoWAZJs9+cQul+eUkZyVx64kPo+sq235Yy/mNr6LdCR34dfEmTjinFwnpCbYKlqZxy5CnufW5i8hu2SiKt38QUkpuXvw1slqiWQrCDa2yEtmwr5RQlQNUSchvkKTDymKL8kgBISuCV3fEJJ5Y4boJo5jz0Y/c825s/S2IQV7/wWMz+PL17xl6/WA+ePprTNPixgkXsnLRBkzDorKshvFTb0JVBO44N0u/+oXKqT/jSIzj3Yc/Y+Oybaz67lcClQFueu0KUjKTCNQEeefej0nLSeHWN66OWV6/ctFGlsz+zS4cEgrJmQmEAmFqasLIcISgZYGUKF4vy2fZ+X+grtrz34Lbe5zA5ooSGnnjaJEQc3mnqPFrxfdrePry12jUIpPNG/KZ/cnPJHoVpCWpCRg8OecBwoEwUx+dSl5VNWEtgyvOeRm250EoQJvj2sDGPH6etwFD/YwrHhhdlPn8AAAgAElEQVQelRuc/N5iAoaBUAUCC8UpsBqnIj1OtLJaFE0nf/d+9u3aj8N1dIxDmqYy+rHzWTZrFbdOjIJEp+So1gQWUv73JWchRL8/+0Up5cKYRPQP0KNHD7lixYr/OJa/vZCLW1wPAi579AKmP/sVlaXVoGr1uqdCEXUfkEmfM3uw+ZftFO0uqX8fRUEIBUVX0b0enB4nw24YzAfPfENSejwfrHosZvc0adxkpj37JSk5qRTv3g9WXfWxotpu6MLWPZSmSXrrLE4Z0YtR951z1LeNRRtCiF+klD0O4ef+MZ//G78emvI+c75Yguv0dAYsyGD5t6uoKio/yC1VRfV5kYaJaoYZ8/TFvH77FLtauK6SXHG7wZL4mzQiEAhzztUD+eqlb6gur+XyR8/j3FtOP4S/wN+HZVmMbHoDleW16C4n4dpgfQsi2E8gCbb2tCLoeko3Lrpr6FGvBxxtHClumZbFgEufIyANLurdlVlFewisK2HvMSp9TliPUCR7VmVTvCUJywvJCV7ad0rjuw2bycktRPMalOX7qVqfgLscnCEFRQjGXjeQcT9/h2lZrLr0euKdsVlI+fmbX7l/6FP4kn1UV4QQPo/dIhYK250MUmIFQwinA4fbwaAL+zLm0ZG4Y7Swc7TiSPHruy9X8vSjX6IYJiPuPoV3l6+kyB3Ev6aalEX5IMFqk42lCKpaublsSG8+/GwZVlEVnlX5AFgZSZR2SsC9vxT/z/tp3T0Xt9fFL/PW0WNgBx6ZetOh/RH+AcadPJ7Vi9YTn+yjrKC8/rjwehFC2JqbEXtToVWP5gy9fjCDLu4fs3iORhwqt+p+Nqr8Gn3Ko+zI20/HND9K4yx2/7yZ6m2766sbVE21294VBd3p4KJ7h/PuI9MJOxWU4iq760lzgGXizkhBWnDDhAt59rYPUFWVh967iu792x7Krf1tlOwrY3SHsUgEpqoh/T67iyEcqTPtwt5siBgIXeO44b257J6hZOamxCSeoxVHauwqLSzjvIwrQcDox0bx+VsLKdtThAwf3ETUEuMRuoasqqHrie3I37KPvG0FSPOAZIcAVUV1OtCcGqqmcv7YIbxz7yfEJXqZVjDpr27rH2PK4zOZ8vgMUjKSKNpVjHDUaWVKaWvmCwGWhRUIkJyRyCmX9ueSh0b8qzYZooEjxa/nr3uLr9/4HpfPQ/+ze/LDzOVUldUiNM3WB1cEij8OGY6gVJYz5ulLeOPuj4kEDz5zFIcDaUn8WakEqoMMubw/S75dQ2lhJaPGns6Ft8Vmk0FKSe+pr1JSXUNcvptqfy1Wkmk3yuyvK+CIi5CVVYqCpKm7A9e2O4FeqUd9TVdUcaS4JaVkWNJoaqsCnH7lyaxeuo2iHYVEaoIobicgEJaJGQyhCPAmeDj2zJ58P3khuDx2JzBgBYLIcBhVV1EUhVsmXckzl7+KZVp8tOd1kjNiU5SwaslG7h7+HG6vi6p9xfV8R1URQuHAWpLi86I6dU46szNXPnURvoSomvUd9TgS/LrlpIdZu2Ad6U3TqRE6NfuKbYNkQElPRaQloxsG8cFKCitC0CIHEKg78wk3SUJmJNA6J4W9n63ANCy+2P0iuuPw/VkmvjaHqVOXIaRAXb0NDBMrPRErMxmlIoC6uxBNE4x5dCRDxww47OsdSfzR5+7MyZaZ4/5+J+LOG8Yecg5/OPjDT/loWuT9J5j2rO0ujYTTrzyJc287gyHxl2KZEt2hoWrCrnYEME0at8rgjGtO4Y6THwZAdWhICWk5qQy5ehDvP/Y5jXJTOO2ivmxduYPkFB/hUASHM/qC58HaELPeXYRQNUr2lh5cAIb6ZFFKC3+Sn6rqMAMuGcBFt8eueuF/AdHm8/KbF+AsrSJpvYO71o5n4bSlPDLiGQB8ST4CgYjdtmTZTtDdBnYkp10W23/dYU9AHDpOr5O2PZuT3CyDeZ+tILNZGre8djmfvTiLRjGcVM6ZvIjyvcUoukZECLvCKWzrztnSIwoCULBAUbn2qQvIaR11R/r/GUSbW79s2UtBCwFSJ71bOt8cO4hT73sV01HLrrwUmmSGKS32YEkLUwoaJ8bzeJ9TWPzVNvYXpuHIDVFR4SHN5+H8Xh2Z/t1qQHJCblPOLWtPaW2AcAwlbd4b/xnC6SAUNJCmAaEQwuHACkdQNBUUhaTGKZSXVNG8Qw43vnBpzGL5X0C0+TXj81+xnCq4NS4f3ofTB3Vk4Pg3CKV50BvHE9E1TGlPWkzLomlmEsNHdOGl0sX4WySStsh2hW6Rncxpx7Tnwx+m07h5I4ZdPZCw30nrgR3qtZ+jjX3bClm9YC1SQEVx5X+8J8NhUFSkaeHyOgnWhBhx+1D6nXts1OP4X0I0+WVZki0eB7TMwNkxhwkPn8dTV07i+y07AfAlxVFTGQApEQK8fg9DrhzIe29+h7K5AMvvRo9IPH4PvU/tzJ69FexYl0fj5mlccc8wln61nLi42FWMfPLy9xhxcWiRMNKwkC4HImIiI2FExECaFp5EL8H9lXjj3Nz67IV4GsAQ8d+KqI9dz39Td2I4eVRfzht7BkP8l2AAqq6iOzXCQiAsiWUYZLVoxKh7hnHTcfcBoGgqUkJqdgpnXjeIyY/OJC07mVMu6cemX3aQkJlEMBDG5Y4+x8KhCDNf/Q5MScneknqD1HrnVFUFKYnzO6kIBOgzrAejx4+Mehz/S4g2v+Z/uBgME4cuuO2Na+g34jjuGvwo0jDwpfqprQ5imRbSMBFS0rFva5p3ymbDDxtACFSHjsPtoFX35jRul8237y8mq0U6N024kKnPfkVG49hp5s/JX4fhKcBhuKhxaUTcoEgQQQWpmqBLdE8In0NSXOzjjh6n0i4lNt2G/wuINre2rtxBbV1lbKPcFG5+9QpGdxxL3qZ9WGEDX5KPqsIysCxMAY2apHLDS5cx++15YFSjJcQjFUF8qo9TRvVl9jsLiYQidOnfniFXnkzR3lKkFbs+8nfunIJRWo7hSUf+l00poSokZiZTUR2mSfcW3Dop5pXa/2pEk18bft4Klp2b3Pj4KO4dPN4ej3QVy+9D1NHitKsG8c6dU2BPAZqq4fQ46NynFT9tK6RT5ybkhk3bx8UwD3sR2DQt5nywBLWoEkvT6s2bIz4HankNSn4pMhymefucf/0C8F/iKBbQ/cNPWQgxnz8OXUopB8YmpOjgtDED+e69BaTnpuKJc1O4q5i3fpvAJ09/SWpmAu8/+Gm9W/2IO4Yy4Pzj2bVxb/3vX/bISAzD4uPHPuOtOyYjgcr8EsKBMMv+H3vnHWZVda7x39rl1JkznZlhhl4VEEVEbNglYhKx99h7iyUmXnvsUWNJsPeuiIoFRaWrdJDehjYMw/R2+m7r/rEPI+bmmsTZo0h8n+c8TDlnr7UX7+z1ra+837tfYaYtFOFw+SPneT73ZV+uIZlII1UVXRUYGd0dREYXWBH4Aj5izXGOu2I05/3iAP6X8JrPo393CJ889RknXTSG1sYoQw/Zneueu5SajXVMHz+X+PoakALdp3DxA+dT1K0A23INfkURPD73bv5+9Qss/mwxWu4G7LYodRu3EQr5WTp9BUunr2BC/bNed7sFYPILU92orXTAkQghIRBAplIIvx/hOPg0sGIGf/vqjl8cwP8CXnNrSK9SSnxhUtLmsMF92BRt4q2bz+OhOV/StyiPe1ZOIntgK6l4iKMLBnNy971oM1JIv8BOauxl9OY3Rwzmwfdm8PiMuaghQcjWaI0mmbelivXNzWxsaeaz087t+M3/A6LNcTas2IoUCoFQACNpuPpKagolEHAlIlSF1roWBuzdm0em3eL5HHY1eM2vE04ewYMPTGLkyD4kkwZKzOHlc09k8rzVGEMsvnh7DuE11RD0c92Vp7Bnz1K+WbYOGYDW/QM8dekZfDJrDVOmruTVLzagdMmnKW1jKApft8b4esIcyrrmc9ihgzp+8/+AmRNmu8E13EPHd+BIpGMRzgkSb47xhxcu/8UB/G/AS34pimCP3ctZvb6WU08cSf3WJq546Cy6di8gOz/MuKtfBL8fJRyipDSbM288DqEoaFEDQ0B2QRa3P385f7vieaa88RVqJBsnFqdpWzMbFq7jm08Wcs20pXyceN2Te/9HzJi8HDQNLaBhNLS6DZX8GrS4jh+kxBYqWd2KeW7mzb84gP8FvH52HXn2IUx8/FPyi/PIKYpQs6GWF1Y9xOt3vUdJryJeuOkNwM2AOuH6sRxx2gE01jS3V2idftPxhCIh3njwY56/bTxOMkWiwUcqnmbxgs2kkxXYCK7tBH3CNQs2EI+mkKqKXxekbAeZTrtBd82tUNT8OtGExTGX/oqr/ub9/ryrwWt+HXPREbz32CSOv3IMbU1R+gztwR9fvZLNy6uY+9F8WutaUFUNVUguHncJJb2LsTPODSHgyYX38fhVL7BkxgpWzlmLnUxTv7EWVYFvPl3IN58uZMgBAykq977UfFL1AnTdIiuSoqExgJJUcKRAa1NwCiyEKdCsCBVbQ4wfffovDuB/Aa+51XNwN7p0KyTeluDw0w9k24Zaxs2+kxdueZvuA0r52xXPgqIiFJV9j96TYy4+irbGGEJVkLbDgN2LOf66sTx145uMf+wzpJFG9+m0NcVYPnsdG5ZVUnnEn3lx1SMdv/l/gJEy2vVRNRyUcAgnnc74JLRMo2dBW00TPXcvZ9yH13g+h10NXvLroFMO4Ku3vuTEq4+hvFchv3/mEpbNXMmUt2YjWmOgpTjzzyeixmLuB7bVc/p9Z/HeM9OZP30RtacWUOlvYNVHi0kn0uh+nev/fk6H7m/r+lriFXUoUkLIjxP2gwJaYxS1LYXIChIZvBv3f3xth8b5BR3D97n6r/8nPxsJ3ADU/ZPf7VToNaQHp/7PiYQiQe4+7RG+njifMRcdwbxpq0jUNaMHdUxTIhC8ff9EPn5mKlk5IVAU+g3rxTt//Yjm2jbXeFTcEq1tFTWcPfD3yEwn6GA42Clz3+OggRx++oEUlOZy7GWjue2McaybvdrtdqwKpC+AVBWElaCxuqlT5rALwlM+n3DNMcjcCL336sM5g/+AIyXHX3EU45+eQSiog+oa9qblMO7K59i0opLK1VsRmsKJ1/2GS0fcBKqKI8GMJ5Gmxat3vAOZEn0hQNU7Xo7xz3DB/Wfx8u1vc/r/HEe0NcW954zDSCQQmoJMJnFMk7QqUIQgGU11yhx2MXjKraBP54bDRrF2az3vb1nB/UunMqJLN1L1gg+mrKBvicJy8sBS+GRDBV+N38ReZ3Yn3tcgx/KT6h/nyi8/ROQJAnGBr1WQxuT0W18hle8gukMw0Dncys4Lc+aNY6mq2MaVD/+ORy5/npnvzEE6DqquIHV/Rg/RonFb83+dfM0PhKf82u+gARzV2Mie/bpy6XnPUVPdwqkn78OXD02k+cTeZK+vg5QFaYP7P53OzNlrqfx0FeWlcPDRQ7np+bexTBs7pEJbGjSVBXM2MP+cZ1EKdaQqCHZS6PuIM0exavZa9v313gzYuw+3jL3PlUvKBNekdLtRq5pKyz9kCv+C/xee8uvyY4bxxSszMLc0ct5hdxHODbHv6CG8ds97ZBdFiAs/aCrb6uI8dNXLrFm8GcNSUCMRxpy4H3844i7AlesyW6JgWdx50bOQk53Jtuu8TOAr7jyeL95dyKW3jmXmhLm8eO8HSMdBDwcxYjFwHMxY3JW0aZcX+AXfA0+51W1AV06/6UQUVeHhi55m2ptfceRZo1j85Rpax8/BH/JjmG6wfcKjH/PhU59RXF4AikKP3cuZ/PJMGrY0uZpXApCSusoGzh1yPSIUAl0nEPS+ug9g4D59GH3WQYSyg5x0zdHcfvIjrPp6DQiBFvRhWxIpFBRV0Lit5V9f8BeAx/wae/loEq0JBuzbl7N6X45l2px8w7GMf+gDQtl+1EDA/duX8PjvX2D9si2sW7oF4fdzwpWjuXj4/4Cu40iJk3Llr8Y/9CEiN9c9RwrRaXb9xf2PRK6VnN7zIJJ9FK7+6GPibRZOlo3WrKEkFKywjVIIMavzmyDuAvCUW7pP56IHz2LVnLXM/mgRj1/zMgOG98bXu5xP/vIJWSUFxJvjoGnM+WwZ8z5fxsHH74tEwZ/lJ5wb5u4zHgPAkRJsiZE0uOKQO5HCfZx1RmUygC/g4/x7T6di8SaufvJCnrzxTb54eSbSdtD8Oo7ElXFybBprWv7r5Gt+IDzj16lX/YqwX+XLDxbyyNUvM2BoN1bMWOZKTkoJpskL935Itp1GCYUoLM3ltfs+BCSt+3chXarxTsta+ppuQCvoQXC7vG8xYy88lGTSoMcB/Xj06alIB/wL10PaQKqCRNLAsjqvKnVngeic45An+D45iIXbv85ol9wC+IFLpJSf/Ahz6xDWLtzIa/dNRDoOvQaW4NgOHz09xf1lphRa+DI6SYqCtCxUVQEJdZsbaGuMur8TggH79mPt4k1I08KxbPwhH4efdiDHd5Jmqz/o4w9PX8T08V9zbv8r6blHD6RlIU0TS1VRfQEU4WCkUmxaurlT5rCrwWs+vzpuClM/XsLqRZswDQvLsHjtjvGgqrTFdVd7WlEQGW7pPhWh6aAoVCze5Jb+ATklecQa2rBVFenzg+NQPrCMM286zhNNnn+G3fbtx72f3MSNv7mfNQs3kp0ToqEtibRttzwRiJR1obW6kU1raxl8YOfoL+4q8Jpblu1w80ufoioK+wTKcKRkfsMGlJSCVIJUr9PRewosW+AgSOdCdkBDJFViqsU3tTUgFKQuGTa4nMWrt6HEQI07oAtG9ejObQd3XiHHmTcey9YNtZy92zXkluah+HWkBCthoET8YDtIBLG2NKlE+mfVcPCngNf8+nz+Gt6asph3pi2ha9TGth1eeWsObSPLiasCu18WeXPrkUCiRFJfDEZpiERZgM2bYpjSQUjQHUlO/2Ja1tWhJE3sbB/hPtmcPHIwQ0d0jn54Ydd87njvBp6/5U2euO5legztRcO2Vndvth2EohCIhIi1pqhYVtkpc9jV4DW/HrrgCbas3krjthZsy6alro1PXv0SmTZoq7dRu/jdprZCYDc1E/AJZDwBtsPi6Svar9NjYFc2r6lGZgVx8vMQqRT99u3Pxfeehm3bndIRftSYPTlg9BAuHH4TibYkfr9Kqi2F4bgJAjgOummSrqph2/oacgu9r9TZleA1tzYt38JLt49HAgOG9cKxHT59eQY4st2uV7OykFIiDQMF0Pw6wuejqT5GvCnqStVI2G2/fqyatx7pODiOxGemOfT4YZx29Whvbv4foPs0fv+3c5k9aTHn7nED3QeUguMgVRVbKiAclKAfG0HVtl8CWP8OvObX6/e8x8dPf86SGSsw0iZW2uL1u9/DsSyijSYiGERRXP1TJ55EtU0w3UrNdYs3gaaBEIQKIlimjRFPIf1+sCzK+pdx2h/HkpXTOclDAyNlPDL8XK5f+AqLmteT3asLLc1JgpUqOAI7BJG8APXpBKsaGzio63+XFvB/is7wgdx75mNIR7L/2H2RjsOqeRWIFdUIwDRM8Pvc7FpLwUklCWQHED4d0xGsnFPRrrs7eGQfVny9DmnbSFVD2CZ7HLIblz92QadJcZ36x+Oor2rgvEHXEemSg1aQiy0UrG21iEAABSArTFrTibbEyf4v0wL+T+Elv5649mWWfbmaSGkBjm2z/KvV4ICdMlBDIfdNbTEcHZxEguZqC3zuc6jLaoHW3IavxUCm0ux58ADOvL7j1eWKonDxnSfx5I1v8OzFTxMWGkbQR7xvHuEl26AkH9O2aGmMkpXdOc/EnQY7cWO47w3XCCFGCyG+xCXn3VLKg34ODmCAnoPK6T+sJ9l5IdYt3OA65RDthiKANNJI043WJqJJwjkhhBDYtkOfvXq1ZwtUrK5FBIMIn44QknQsxaRnvuDkkvNZPHVZp93DfWf9nZQtWLumHiUngvD5wLbRzCRDR/QCx2Hzisr2jeEXfD+85PPoE4aTXxCmamEF6WgcO5Fw/x9sB2m43VJlIolMud3QJz8/jaz8LBRF0GdYb/cQDLTVtWGbtvs500TDpmrNVu4/exznj7gZu5OyjeZ+sohF01YSa4rSsKXR/aEEFIU9DxtMrK4ZaZh8/uK0Thl/V4OX3NJUhWP33Z2ciM4iYzEhLU3IZ2CldGSZQbKLw257bWLg0Ep8KYkjJCsqWlCkAEvhpPAwglUKgTqYW1uNkS2xItC8O8TzJHMXV3HkS88ybtnX3i7CDrjxV/fQWtdG5ZLN2PEkTjqTeRKP89uzDwRFJW3YrF28sdPmsCvBS36NHNyTsuIccutjtM1aCoZJKl9FsQShbTaBNoG0HcyIjh3WqdhUS/4epUhNQS0JofQIk85VEc0Jot9UocYNjIIw8T5BKsMWDy5fzAnHP0xtJ2WztdS38sa975KKJqlYsQ0lO5Jp4gqFvYuJFEYQimDe5M7bm3c1eMmv464eQ25JLgtnrMZ2JPh9yKibPYt0sGvrsCqrsJtbAZg2eQVCShRVYb8xe7s9EBybyjXVIEEkUshttVBVw7o5a7j+0Nu5+df3eXj338WTN7zO1k0NNMcMUooOWdlgmYiCfH575dEkm9twTJMZ78zutDnsSvCSW2X9S9l9//5E8rNYNa+iPZjebtcLgWMYYJoIx8mUtmooioJtOQw6cIBbiaIorJ633u19oGmAxEykmPzcVE4pu5i5kxZ5cev/FHef9ijJ1gSrZq10A++ZBkt6wMe+R+8JpkVNRQ1G2vwXV/oF4C2/jjr7YArLC2iKmjjZOW4vA9t2A0CA0HWXcxm+TX1nHjlFERDQY1C525Q0nSaVsrHz8lFLi3FiMbRUgq2rq3jw3L/zu4HXYhqWV7f/HSysr2R2wzJqtmhsSbSB38HMstESMLRvCVFpgIAJFcs7ZfxdDV77QI658EgihRFmT12F9OntEo9SUZBC4MQSyGjclYmRsHrpVhRVQVEVRp9/uOsD0DRWLax0fRL+AE48jtUaZfHnS7lwnxt56cHOc9HcePS9tGxrZsvKKqy6RmRbzA18pFMcd8mRSFXHtGHFvA2dNoddCV7x65iLDicrN0xLZQ1OIukGpjSt/bm1HWYyDQICIR/4/Ui/D7mpibx5LfhrBbIgh8WVcU4dcC1bK7Z1+P5isRTvPv45BgpGfSNU12OVRZB7l2OV5GNmBZn7dUWHx9mpIX/g60fC92kCzweKgAeA2ZmfDdv+eyll51lJHiAQ8rN52SZiTa4GilAVpPOtQ03z61hps10rDAnrFq7nxOt+Q+3mRqoqqsnUi7kNZywLJEjbQSgC6UikA7MmzGGvw4Z0yj2E8rNIqkEwjIyGqwQE939yE7WbG4i3Jhh+5NBfSqr/DXjNZ7M1TtOC1Thpt9mVVN2DBNJlDThuRNZxkNIh3hynf98SBpywL/U1rSBtpC3bG7EhJdKycSsZ3SvUrqmipbaFgq75XizBdxAI+V1DNsN/KSU4NoW9irns4XP46sOFzPlgAVePO9/zsXc1dMazMtpcS/6gVViBAIl4kNYWP7371oKQpIqKEAr4/BbZwxqo21DEuqZGThw6iIRisKWqidD6BK3DNLSoIG8NpHLA7gF+oWPhoLRpfLhkLZcP2d+zddgRpX2KqKlqcjnmuM8u6dicf/fp9BjUjdqqJgJhP4NG9u+U8XcleM2vUEhn8/pN5M6qRHMkImUS2mSgRg2kriBr3KCQ1mpQ/HEtASWbdI7CaafsSVN1lOZIGkVJItZb1IyOEO/lp2xCM6ItBN0ACZv39rFoczVHl+Z6tg7bIYRAURScjEYrQoDPB36dhz65kYVfLOWzV7/ixN8f7fnYuyK85lc8JYkmHddWAmQsDsI9jPhCAYxYwn1jKoUo70pjm8nIE/YjO6CyaVWVeyjOyC1st2yEUND8GkbGYbZs5spOywYu7p6PyOzlQKaMW2HY8G4cevw+YJpsXFbJaX8c6/nYuxq85pbPr1NVUUtLfav7/4IDmV4LAL6QH9OwkUIgMw3X1s5bywnXHUvdpjpqtzS5ZpqQ7fvS9uZsbmNcCUJhxoS57Dtm2PdP5gciqyCL5vqYO2cp3cO6aXLHO1cRbWgj2hhl0Ig+nVbavSvBa37ZUtDclgbdh+L3YYdCKOl0Jntcovh87jlS01ByskkLjdJ+XTjohBG01bahCLBNEzQVWVsHto3QNNLJdPsYjZW11G1poKxPiTeLsANURSHWGCbVGoB898xqq+Dr4+OJsaP4dNM63l6zhbv2P9LzsXc1dIZdX1/XRlvUQPh9qD4fjiORmf0wqzBCtMZ10uE4KIWFbN3SzBFnHoSZMqhaX+f+zjJxhOIGj1QV4fejC4mRTCNjcaa/NIVzOqlPUHm/Ejavrgbc7VEgEdlZnHXVEex28BDqmxJIYPihu3fK+LsSvORXfU0bcSOzl+i629tHVd2+GRkbWSaTpCybPQ4ZjO04rFnd4NplacOVuMkOoKZcv4Wl6qyas46yvqUdvUeUbl2wkwY0NIOiEFlUz5X3nMLSJVuIWTZjjhveoTF+QcfwffXmcSAGnAicAOzoaZTATt/OLxVLZzKAM53DM9B8GgXdu9BQWYeNAoZJcY9CGqqbefexyUhch9z299pGJiLvOK7DTlHQ/SpmyuCTF2ZQ3KMLp9xwrOfzf2X1o7x434dsWV/Love/RmbKjp77n9dZOXsdR59/GGfcfILn4+6i8JTPrfVtOKYFPt3tdC5xLymg28Cu1G1tJhVNgKKgAUVdc6hYuJ61izei+P04mY0/kJvl8hRch5kvQCDHT7I1DrbDhUP/wBML7qO4R1FH7/87GHrwIB6efisv3PIWmk9nwSS3MiXZHOWKg24HJH+feQc9B5V7Ou4uCs+flbn7rWZufYDGliz0bwJELAWrq4Iv5JDrz6GqwcC/xcLXN015H4vaVmZ2+uQAACAASURBVJUJ9YuwHUnZuDoK18UJVOWRGF6EYgh8CdBikMqz6aLrRPObWdcsuXjS+zw1xntnxt0f/In3/j6Zrz5ayOZV1cSbYwhVZflXa3j+pjfpNqCMp5c84Pm4uyg85ZcTMyj4cCNKcRfivX1UnpxDzpIEZZPSRLKD2KW9aa1vRTQnCH2zjbIjSqgyLSa+MR81bDPkBjfDdqPSn9Y9QkgN6g4toHh6jELLIZkHWStaeHzC8xQ8fi4jDve2QVxOYYRXN45j3FXPY1sOcz5e5K5CIMAfDv8zjduauXrcBYw6boSn4+7C8JRfTVvqkckUCAXbSLuHEFUFR9K1Txe2rtmKaTmutEI6QXZBmDlvz8Q2M0F66f6rBf1YhpX5vIIZyCanIIfWrQ2YvgAX7Xcbj8+4FX/QW43gE64aQ3GvYib8/XMSKZMtlc0IoK05wfWH34EiBOPrniMY/qUp3L8Bz/fGRHMUHFyhPSkzSRmgaiq5hVk01rThaDrCcSgqL6Cxuon3Hv0Ex7LauaUGfDimkwl+O25/BkXgCwdIx5JMeXUmxeUFnH3HyR1fgX/AC0sf5KU7J7Bx+RaWzFqNzCzJm/e8y9IZKzn01AM4+0+/9XzcXRSe8ivWEkc6LiecxiZk2kD6/SiKQtmArjQ3xkm0pRGajiKgpEcBlauq2bR4I3Y84VYxAD5Fko4b7hSEG0TyZwcxpEBRNa4+6n4e/fxPlPUu9mYVMtizoJzXj7qIe6d9iS8omL5mEwIFaZg8WXENIHniiHspC3XMufNfAs+fXc3bWsCyXHlHn88NeDoWCMjPC5BsEFgOoAjCfoFlm3z+7BffZnVKiVBUt9o0o/WKpmGaDpHCCG1NMWq3Rbn55Me46+2rPFmEHXHL29fywROTmf72HKrr4rQJHUUINmxq5a03XqKoNJfnP/+D5+PuovCMXy2NbrKjous4yZTbIyM7i3B+FrH6VjdY4PMh7CRLpy1HZGehZmdnqrPcZDS1phnbtlBtUFSVx+/9mKGHD6GoNO8H32A47OfZSX/g0Xs+Ys3sAOnWFMJ2eOrKF1AUwWPTbiXosf22U2InLtb/f+UgpJSHSCkPzbwO2+HrQ6WUne4AFkL8SgixRghRIYT40w+5xrAj93CzKv9BLsFyBLXrt2GnTXAc1Owwx1x4BP5QAEc6SMtq/+Owbds10hwHadsoiivsbxo2CAXLtHnh1rddDRaPEY4Eufyek7nvrSs56qxRCE2l1x496btXL2zLpqyvtwbErgyv+bz3EUPQQ/4Mv3YYB6isqCXVEgPbQQQDiOwQYy44HMdxwJFuuQaAEKTTtpvEkuGoFvS3fxbHIdoU4+aznySZSP+fOXQUu+/bnwc+u4Xbxl9DpEsuiq5x2o3HEc4Jouka4dyQ52PuiuiMZ+WosqOobcvBTKuQVpA21NbmsnlDAataWmlK+qjXQthPdaG/vz9dS0NIJPpmH3bABw44XSG+l0G0n6RpqMQqlWg6VOelSKg+HCSfra9g/GLvy+Y1XeOka47hkSm3csn9p6IIyM4JMuLovbBth9Lev3Sm/nfhNb8i+Vl0GdwLVJVkiQ8kJMt9SNOkNWFQ3SVAfHAxdp9itL49OP7sUTiaApaFb3UDTkIgbYi2xSmd2IK/RkFLaqghP4R9+BM6/iYDM25w/xUvUb25wfM1KSor4PYJf+DOiX+k/4h+CJ/GqBP2paRXEY7tUNTN++7ruyq85tfos1y5l8zF3X81DRHws2nJJsyUCZaNiEQIhvzsOaQU27QgN4IozTwXFAXbH3AdKI4DrW34dJ3Wyrp22aKq9bX85bzH3X3VQwghOOi3w3nksxu57cVL0BWJpgqOvehQFCHIKYp0ml7/robO2BtHHjPMzWyS8lvTXhHYlkXd5kZsw3Jt9XCI0eccQjDb3RuVUKhdPsLJJFRst/MVAZrP5zaVk+CYNq/d8y7fTPO+bD6YFeCS+8/g/o//xK/PPwRhWXTrX8KAffpgWzZd+3qfIbqrwmt+Dd6vP/5Mj4L2ylEpEYEAW7c0E6uqxWmLIv0+RMDPr8/YH2nZSEcidmgUno4m3YCDdLWqFb8PI2lAIgmKQqwtwc3H/5V4a9ybhdgBgwpLefWkk3hqzHEU5IYQuuSCESMIqdkIFIJqludj7orojGfX2MuP2nGATJYmbvXU8kq3Otm2UHJy6D+0ByVFYbfqWOLug1Ii7cyzy3GrVWQ6jaoJ2hraEJqGFIIF01by7hveyxWpmspxV47h0Vl/5uoHzkBpbSOkSUYeNRjHdigp/+EOw/82eMmvw04agcxUqAPgONjRKNGqemQsjkymED6dUEhzqxgK8t1KmUxiowCUhIEaTUHKAJ+PRCzNfVe92mG50fLuBTzw5Nlcdc/JOKURIkVZZOeG0HSNrP8SH4OQ//nrx8L/6wQWQuwjhCjZ4fvfCSEmCiEeE0J4X5/+3bFVYBxwNLA7cJoQ4j+uL1j65Vo3eqaq7kso/KMusACkaTHvi2UMOmg3+u3ZM3NwkUQKstzNHVxHsBA4luM+qHeAbTs8csnTP/h+/xWklEx+firSsukxqJzLHj6H95tf4MRrf9Oh66aTad55+EM+evoz7F28Q6PXfF6/ZLMbCJAyU5boQhqG2/lSSvdlmjiJJOuXbuagE/ZDUd2yQxSFoj5d3YxzVc3wVMGKJb4V9tdURDBA5epq5s1c69FK/F88+6fXaKtrwTEtjrvyaF5d/TBvb/obRWUd+zNfv7WBp96cxep1HdcW2pnRGc/KRz6oJLjQj3+jDyPoIKSDrNdw6v0QV9yzRVBg7ZmgMbSabv4CflPWHyWh0nRwCXWX7gYn6YikQqKvjR2QCGzs7bI2DvgsEzU3za1fTvZuMf4J/nb1y0hVwxf0c8yFR/B+0wvc/u4/a4z770NKyRevzeLN+ycSa/H+ILUzwWt+pdIm9Y1RZEAnd3GS4AaD4CYbqygbVBWtKYEwbdT6KE5tI4smLuDAggjFMRNiUHFhMY33DMao1fC32hTNiRPemMDAdjVggVRJFo4iiTe28dYTUzxcje9ixey1rJ27DmlY7HNQP/7y+S283/QCex+5R4eu21zXyqt3TuCrifN2ec19r/k18/35bjWV4NvSRF13JbV2gDQMks0x0mmLI845HLUgDyWSjdKnJ76wD9JpRCAAPh9KIIiVylRzOY6boZdKM2vCXKrWdt7+cs8FT2NGU9jxJEeeegDv1D/PS+v+hqZ3zAm8aPUWHn//K7Y2dI5u9s6Cztgb53/uOmYFYrsKBEIIhKa122KKqiDjCeZP/obdRvZl9/36ufZUOEyktCBzWBYZu0vDESq2nfk7VxW3/0dWmL9e8kwH7v5f48PnZyL9fkq6F3D+PWfwfstLnHXrSR26ppE2ef+Jz/nwuWmdpj27s8BrflWuqyEdS4FhIFQNkZWFkhUGVfk2G1MItyQ/mWL1qhr2P2k/FN3ln8jNoWhAN9B0N1ilqohgEKlp7U2XHdPEiSeoWrqBWRPmercY/4Bxi2bSEE9gC8npw/fk6gFPc8Nur5Dv71gW8JY1W3nxjvGsWrDeo5nunOiMZ9fHL8xweaSqOJaFnUrhOI6rD7yDtJFMpdm4bBNdepdw8OkHticbqZraLl+DqrRnB2/3SUjDwEkkcFIpnrplfKfaLg9c/DROLIESi3PUSSN4Z8Ht3PXceR26ppSS6ePn8Pr9E2nLSHnuqvCSX7NmrsUcUIbdpxRZkAO6G3SX2SGkquCU5uMkU5T3L8PfvQR0HYIBnGjMbYwKSNtq54uMxsC0WPnVGho86u3x0NNTMPKCpHrk88rKh3iz4pH/2MeQTBq89uQUprwz5+dll+/EmsDf1xjuKcAAEEKMAu4DXgZagc7zeLoYAVRIKTdIKQ3gTeDf1ltwHIexXS4g1RpDSgdFUxFC+XYDl260X2i62+nVcVgxex0Lv1hGxdLNoAhCkRDxWAo1EEAJBVFCQdqz9R0HVc18nSFi3fbmWp0AIUS75tn2EsRwpOMRlPEPfchT173Mo5c8w0u3vQXA5tXVnDHkjzxw+QtUrt7KVfvfxLirn/95/cH9c3jG5y8nzudPo+9EplLuuuygySyyw8jMRq0gkck0jmkx4+3ZfDVxPo5pIxRBce8SWpoSbmlQ2nCZlTnItJcIOY57sEmb1KzpvE73uUWR9q9ty0H3afgCHS/RuPj2N3j9pdlcevUrNGccda/c/R4ndb+cRdNW8N64z7hs5M18M2Nlh8f6ieHps/L0R15hw8oGjIDAVFR8CYEWF/iqdaQq0JsF0lSQQqXk8BoqY1GmV2/ko8oK/DlJQpZKskRQ15CPmfbhJH1IUyOw1k94s0Jhq0n+IokuTJSgg51lYHRiEGg7l3yZsp9QdrDDOuZLpq/gL+eM47mb3+SG0XcDkIgmuWTkzVx+0O001jRzy9i/cMvYB0jGUh27gZ8envGruSHK0Sc/TKJbDnZzC87WWpzsEKnyMEaRHzSF0Mo6cmZtQMbjyGicuVNWsmDKSmL1cYSqEumWTw0+tFA+TmEBelLDzFeJ987CNtPgj9O2nx+RTCOlwzfpas8XZDsied/ug8GQD0VRCGZ1vEz/L7/7Gy/fNYE/n/Io8z79BoA5Hy/khOILeOvBD5g/ZTmX7PMnJo77tMNj7QTwjF/P3PIWb97/AdJ0szGFoqDoOgogsrPcAzCuk45UGiOR5usPFzL1tVmQSqPYNjlYWEkLIRSE46BkGpgQDqHm57oZd5kMO4TATBvfP6kOIDtjZykZ2y8Q8nfYARyNp7j4gXd4+vO5HH/Xy+0/v+6FDznytmfYWNvI3ZOmcvrf32BTfXOHxtoJ4OneeELxBSRiqUyJvfj2rCQEQlEQwSBqVhhFdUum1yzcyMLPl7Fq9lqEZREK+Yi3JlB0HaEqKKoKinB7hkiJggTLQmSFEbpOc3PCo2X451BU9wgWzHKzSL2w6z9+bhpP3PQW4254nWduGw/A1ooazuh7FXee9ijV62u5dsz9PHb9a7/Y9Ttg8dfruP64R9znlOIGApRgAKGq2M0tyGQKNRxGy86CZBrHkcyavJzZU1fj2BIMgy4lObTGbbScCFp+Hkow6NrxEjcgFgy42Zwp1ybZsqHW08XYEcVZATfDT0iEkKhCQ1f8Hb7udYf/mTefmMa1v/krdVVNALz5l/c5vvBc5ny0kA+f+oxLR9zIgs+XdnisnxiePruuP+Y+lk9f4Sb5qKobFLXdJqhCVREBl2uKqiJTaZprWpn/2VK+fH8BCLdKFMd2+9VrGoquuz6NTG8XJeAHBNI0wTSRtQ2kOqGCdDsC2e4zy5ext4JhVzalI1g9r4J7zx7Hi3e8w7WH3wlAOmVwxZgHufTI+2mua+PPV7zE/1z8IrG2ZMdu4KeHJ/xaNreC15+dgSJUiIQR8ZTrR1BUZH4Ee/8hOHnZOG0xVs1eQ7pyG9Kvoqiu7I2MxSGVRtq2m8QmJdJ2wLaRtu1WaXkAfyZA65Og+7QfJOP1yrPTeen3z3P/mX9j9scLWbuqmpOPfojH/vIxfznvca49+FaaanZCm2kndgJ/nzWrSimbMl+fAjwtpZwATBBCfNPJ8yoDtuzwfRWw77/74fqqBuINbudpTNMtF5SQXZBFtL4VoakgQVGEmwGbidDmlheQW5BNac8iVs5ZQzJhIKRFnz16UN6vmGmvznSvKaQr/g8ZdXSFZFuCZDzVaTpxzy77K6vmrmX0OYd6ds2s3HD713M/XcJ5d5/OsjnraK5tZfrbs5n28jTMeJJVc9Yy6dkpnPPnUzjpup+tVplnfH7p1rfanf9CkTiGgUCgZwexLQdpmTjSceXBVAANBPQe0o1kLMX+Y0cw/m+fQTpFKCfEkFG7s2FZJQ3bWnGSKRRdBQTStnES7iHk/UcnccrVx3i0FN/FmTefSNe+JXTtXewpf/U0mIDjSLZUNpKXG2bq27Npa4zyxA2vUrmiCulI7jj+ATRd4bHZ91Da62cpceLps3LNynqEDoFmBaME0vkOgVKVZMhADUusNh96q0NpayubrFIsRZAXcuibLCfQxyZ3k59vSpfQs6yRdMvu9NUH8d7sZRg9bELdY+iOSd5LBs4X0HxEmESOj42N8xlQPNLTRdmOl5Y/wJQ3ZzP67FGeXbOkVxf3oCZh0wp3q6jb0sjm1dVIy+bK/W+hYWsTiqpw2sDrGH7EYG5+8VLPxv+R4Rm/Jn+8GFtXIS+MPUAhFSwhss4gFxWabPewGskmnaeQ0m2ymuI40RiFY/oQPySb/WVP3qlaSs7EJsISBozoRbp7kIXL1iNVk9x5dYTGmARPldTvE6TxyxCt+Z2XqdltYDkPTr2VWEuCA47dx7Prqj43K0dKyeKpy9j36L2Y9d48ok0xJjz8Ec2NMTBtnlyxhedueoNb3rqGfUbv6dn4PzI849cHT36eCbBrKGUFONWNsD1gnkwhpEQKBcd2XKeIquJIycB9epNMWQwdtRsTH50ESAqKshh25FCmT5iHlUrjRGOokSxIpZCW7WYJ2zYv3/kud7xznZfr0Y67J1zNJy/NYvjhgz27ZjDgw8n0/EobFrFkmnDAx9Rl6zGCkmsmTmLthnoURXLugnEUhsO8csDlBNSfpXaeZ9yKtSaIxQ2EorhBcty0jOyCMNGWlJsFnDZA17ANAxF0g43ZER95BVl06V7IplXVxGtSrj22Vy9679GdL16Z5QbiFYHtOCDAaW5BCYdJJeLEW+OEc8LfP7kfiGfm3smSWas5+pyDPbtmdm7I7R/i05n32VIuu/c0Vs5ZR2NNK199uIj501ZiOoIVX69m8hOTOO1PYznzlo5lH/+E8M6uv//DdgkIRddxDAPSaTRN4GgaakEuUgic5lakZSJsB9kWpedupaTUHPb77T5MeOJzhKISyA4wZNRubPpmI3Vbmtz/D9PEMdJuGb+qghBMfnEGF951mrcrksFpA/ejLDtMQSCbHL93EhBKYR7UxZBSsmnFFrqU5zP19S+JtaV45n/eYMuaagRw1yl/RVEEj351F90GlHk2/o8IT+36pZ8vcdUfTInE9UkEskOkTAdhmSiBAOgaVksrIhgEIVBVQe9BZUgJBaW5zP5gAULT6dqriKGHDOLTl2YgVQUhHbeZoWni2LbLY8Ngyhtf8+sLOke987kF9/DFO3M58qR/2zXzL9Gle6Eb0MMNXAE01rayYeVWAK497mG2RU0wTM4ceC1D9u/Hne9c69n4PzI84ddLT02DoN+VEahpQYRDiGQKqQjUaBpFNkMqjejbE6eqmi4lEQryfayavRFMk8JuhcTiBuloChGJINNpZDTqaugrCu8++jGX/fWcDt/say9fymcTF3LUsXv/4GtY1vb+XJKFiyvp0pymdVszk1+cibF6AwBn9LyMC+49gxOu+XWH5+wFfmx5h/8U3xe2UYUQ253EhwNTd/hdZwui/bM0se8soxDiIiHEAiHEgvr6+u+8MRwJfzciJQEpiTZEcZ1r7kZvW1a7zg5SkmpNsHnlVuZM+oaWurb2DM/1izawZNpyN3qnqu2eekVRMpF8iaIKUp2YcdZj93J+de5hHc6g2xGu9pgABEedcwgAS6ctx04ksRIprEzX5ZyiCKZh8+yt4/lt7u+Y98liz+bwI+I/4vP38evQUw8A3E7UTtpu1yg0EwaOYbpd67dfJxOtlQgqFm1k69ptjH/gA0i5xmCiJc68T76hNWa5+sF+H9Jy3Ax2VUGRDlgWXco6V2vpsFMPZOCIfp5es1tRDnYAhCYoL88nGUtSW7EVpKRy5db2pi6JtEM06XDxqD9z8f63kYp3XvS6k+AZtwAKND+KAcFsP9g2ahpS+XFKi1vJme9qRQdEmuOP/pq2eJB4NIivRrJibSML57fwUaiKbqVN+HSLpLaJz1asQ6RVlGYNxy9JbfGDI1EkDKpt4fHjPqdfTuc9u7Lzsxl72VGeBhiy87NQdA1UhcEHDgRg1ew1OCkDaTs0VDcjLZus/AjJaJKZ78zl19ln8uqd4z2bw48Iz/g1dGRfFEOimA5YErPAh1Q1jJUNJHNtYnludoWI2WStdO1TadssP1qwqrCFV5LL8M+VqAkTmTRZPWUF22ZVkrvaJG+FgcyNQBcTgSBYKiBsUvRSW2esybf3dPAgTx3AAP2G93NtA8fhwGPdBnNrN7QgpaS5phUs127QdJVkW5Jbfns/JxafR+XqrZ7O40eCZ/wafMAAUARZPYpx6lszGoWqK6elKjtouCpuxQuAprLqq9VsWljBxIc/BFw5pKatTcx4dz4ynIWSEwFNwxIg7czeqKkITaWsf1fvVyQDVVX59XmHUNKj0LNraqpCKNsPUhAJ+Aj4dFY315PoYWNkS1Y0NWBEJGouVK3xs3iO5Nev3cuty57ybA4/IjzjlqarqAG/a0/ZGbsdQbTVtRe26/za6fR3DgvJaJKNSzcz9+NF1DclcfWQJBu+2cTiqatQtndRR4DuVgcqittNXQiItXReNnB5v1KOOe/QDmfQ7YjibgXIRBKnpY0jMrbq0pkr3LJzIJ0wkBIiWT5MS/LK3e/y25yz+PK9zpMm6ER4xq/Dxg5HCIGuq25fGF1HKgqm6bh2OW6DNyeRQigKKMKVepu1nKo1Wxn/wPs4yRTScUi1JZk/fQ3NDXH3zKipbgm2dLO/Nb/bULqwJPKPU/QUo8r2YFBBL0+v2W2PXsiiPIiE6DmoHCNtUlOXQPh8VG2ob8/QTyZM4jGDyw64lXMHXtUp+sedDE/t+vziCEhJODeEkzJdn0M0Cak0tu0gHQc74/oQuo7QNKxEkjVz1rJ27lrmTFqCUN2Eom3r65j1/gKUrDBKJBspwUmlXPlKRbRrDWfnBP/PPLxCViTI2PMOIZzt3RjZ+WHXrheC/nv3BmD112uQySRSSrZtaULGk4SwSbZEmTd5Kb8tvZjnb33bszn8iPCEX0edkLF9TRslZUKmCkuaNkIIZHW9G1QI+MC2qdtYx6qZy92mgkDDlgaMTHAV20YaadctZFvIdIruA7yxr8LZQY4788AO8aVvSS5khSAni0OOGcaGeRUo2xpxGttQigoRkTCysJBnxk3jgn1uIhHdSbLFpfjPXz8Svs/yeBuYIYSYCCSBWQBCiL646eqdiSqg2w7flwPfqSmVUj4tpRwupRxeVFT0nQ/Xb2lA0RRUXaXvXj3djq3bRfrdD7taTZqG0NR2R52quc0mHNtqbygnHYkkc/BTFETA167dM/SQQXTtU8wpNxzLY1/fQ15xbuetSCegYUsTQlXQ/TonXHk0AKW9uriNDjIdI8sGljPsKDfDSVo2qbjB4qneN5L6EfAf8fn7+FW3pREt4GfAiH4oqvJt80Hbdhu6qdq3EhGmCbaNL/Ct3lPG7/6tXjVgxhPIVNoto5UOCIX9jh1Bn2F9uGrchdz5/h+9X5FORqo+gR53GHvEHuTnZ6HqGuFIZgOQEhSF3z9xPqqugQQjZVFVUUNTXWc/XjyHZ9yybIdW1UL3qRwwsgz/8Fb0fVsZNKiSXr1q6dKtlcA2QTIe4PEvRxPp1krYFydXFCIViaO7WpyL13RnfU0h6zYV09aSAkciVAe73kecMHmnl6Df2J8eN47iwGG3IvzeZSL9GKjd3IBQBIqmcuVjrg5ZfmkeOG4WhLRt9IDOBfecmtGLVEknDGZ/uPAnnvkPgmf82rZwA6GvVpI7bx0FrWkKZ9SQPb8a/5JKQjMraOmvkgg71PyqC/EBuQhNpfmgItigImIKvs06TiRIssiH5RhYIWhQbbY7VmRrG9FHYuxdvR857+/O9QPG8OTkOzp/hTxGS9RAyc2h536D2oMMJT0yaykE+H0ccMJId88XAtu0iTXHqVi88Sec9Q+GZ/yKGaDl5zLiV0PdkvvtWsCm5T6DiotA174NvgN5vbpAbgSyw9sHcPdFnw8rmcZJpcA03Qquojz03Xuz2379GbxPT/74/GWcc9uJnbk2nYIWfxonAr8//RA0VSHb58eJgFTAURwcHR476ThsqeLo0Favsbhlzc+xfN8zbjVWN6MAml9n9wP6s0M2RntyhlSV9h9L28axbfyZrP723g0+X3t/kKbGmFvMp2muZnBWmMGHDqFr31JOvOYYHpl1F8U9vjuPnR11WxrR/BqqrnHG9W71WNdeXWB7coKiUFiay4FjR7j9TqQgFU+z8LMlP92kfzi82xubE1CST4/9B6L4dNeut2z3ZVpgW9gNjW6pfaZxs66r3/2bzNge6BrSNEm3xcDvQ2R0hZVwmINOPoBee/bmikfP5b5PburEpekcxNdugapaDhvVly7lBaiaSqTLt85soWlc8tDv0P1uuYORsqjZWN+pkomdBM+4BZC0VXy52ew7ZtgOaW6Zh5VpunZrq3tZmUwiUylKen63gbK0LPd8jiRa5yY6YFmujrnjUNSjiD4H78lhlxzDXR/8iVEndk51X2ehvqoZNA014OPKx84FIK8kFzsac5/n0RhqWxuX336cm1FvmhhpmzmTfpaJaZ7wq6mmDc2wiWgCYVuARAQDKAEf0rFdp3ptI1TX8X9yCDP+BzvLzULf3oi3sLyQngO7cv3TlzDmwiM65+5/AKKNcRQpyM4KMGRYT7p2L8zkeEqElPTfb3c369ayqd5cT2PNTtJz4WcqBzEWuAwoBT6T3+50CnBlJ89rPtBPCNEL2AqcCpz+7344tziXQNhPKp6mYvGm//sGbYfbFq4fXFEVeg7qxoovV7uHWXCdeUgwTNdhnHEAC6HgxGJs21hHzYZa5n68iAvuPeMH3+xPhUNO3Z/KNVsZctBuVK7eyh3HP8Aehw7CF9BIp0wwDLat28rV484HBD0HdyMU9nHk735eDqMMPOPzwBF9mfTcFDYtq3SNwR2frHL7CWT71V3hfseEcE6QRDSN8PlcQ9FxXANSgkymvttRXUrXYSUE/rCfsrKlIgAAIABJREFUSEF2h27+p8Af//hrpnyxgtNO35/xT0/l0zfmMOL4/fnixeng9yNyIsyYvJLLHjidJV+tY4+DBlJYmuseWH5e8IxbqiLoXVbIyoY6pn2zGbm3+4hq3BqhsEsb9UqIVDcbkdIgZJNCQxRIiu0A1ZEGUARWdQD/wChtqp9Ii4Xd4CMVAUyFYJXGOSO/YNK0w9motbJ0bQu3jDgBxcMKgx8DvQZ345zbT0LVVApKc7lm1C0Es4MUdsunblM9wufDRiGU5edXZx2IP6BTXJbHfscO/6mn/kPgGb/KB3R1tVZLi2k1TFQh8DWkcII6Zq5G0RfNpHfrDkBofQtI0KMmu61VqPw0ih0OI3HQF1QghaDhoT7o3/gIV6ddx55lMfSAOPOe2Uy1qbO5VzfK+vz8JF5O+/2vUHWNI08awaJpK3ns2lc44Jg9ma9rOEIBw2DJtOXc+OoVfPLsVIYctBvBrAAHn7TfTz31HwLP+LXb3r1Yt2AD8yfOd0tShXCdb27xFSJtuHuforR3pVYNC3WPPjhpAxauAZ8PoetI23Kz7hwHEclG+HxQUYmTFWDV2gQguegvZ+HLOBt+Tnjw1GNYuqWGo/cYwM1vTWZ1dT0j87rxtahEsQSKIVi4oZor9xlBbX2MkXtlMSC/zNNKsB8JnnErUpBNKDtAvCnGmgWZYMv2fhlSovh9bgk/GacuIByHXoN7sXTmSjcgsb3/gqa6tlsmIx1VRdg2TjxOfWUD2ypq+GrifC76y1keLMGPiwPG7sOG5ZX0H9aLmo113Dr2AQaO7EcwL4tU2tXpbqxuYtSJI0lEk5T1LSGSG+bwMw/6qaf+Q+AZv/rt3hWnLcbWr1dg2853erGgKm6CR8rNOhcZXXDbMMkuCBNrTiBUHalpCF1DmpbbdEmRiIhru8tYHMcwmPPFSmzDRNF1cotyOr4CPzJ+P+48Jr88k5Ov/TUTn53GB09PZfjoPfmkJQmtMYTPx8xJS7ni7+ezYPI3DDlwIPldIvQa3P2nnvp/Ck99IH326MaK6cv46t3Z7g8EmYw/6WqTJ1PtyTEASEmkMIvazaorgaNrSNNwMzQz75GG6QavAgEkAkvVqdxQz6b19Vz31zN+dvtF195duPDPJ2IaFuV9i7lhzH0IRdC1ZyFb11SjRiJI3AqgYy46Ei3kp6RbPvuOHvpTT/2HwBN+9e5fghlQaQ4oaD7N3d8su10uDzLuCMtG9+kYhoUoLkJJu1WTMp3GyQlDYyyTQa7Q2JKmuS6K7tc9rVLpKI468wDqtjax9+GDuO3WCWyrboasELKpBUyLwhw/RcfsSWmPAgYP7U63fh1rgukVdmY5CPH/ZRYIIRZJKYf9yPPZcfwxwCO4qqrPSynv/v/eO3z4cLlgwYLv/Oydhz/k6T+84nYBFsJ94DqSSJd8Yq0JkA6qrmY6Tguk42YzHX3B4cx8ezbx1kTGCYxrYPp0jvzdKKaMn4sVixPJCRFtjiOE4KFpt7tlkD9jvPfYJJ649kW3nETXXedkppu3mpODFvDz5Je3Ur6THeiFEAullP/Ss9MRPv8zfp3R+3Lqt0e2FTf7RAv4sA0T6UhUTWCZNigqIuPUzSmKMPaK0bx89/tuuYZl41aYqWj/S957h1lRZd/fn1NVN3dOQEOTcxYkR0mCBMEwOoqiY8ScwDCGUcecQcUAKqiYAAmSMwpIzjk1dEPnePO9VXXeP6ptZ77PO+rMXO3mN+t57gPddN8+u9l1atc+e61l12jWsSGHtxwD08Cd4CJQGaROkww+3Pva76Y1/Ufhhn5/pyC3FOkPIANB60E/MQERjaLnFdCya1Pe2fpCTS/zn1BTubUr+xw3vvcNumGg6QbCJjDqRLB7EikmiF3TiQtqVIYktuQw7noBNEXSJq4l/jwbu04U4mlZjuoy0M6otGx/ljb2DqxdH6B3i500SK3gxd3DkRIe6NOLu7v2/k+WXmtwaMsx7u//BEa0qvARFq1XCIHUrUn8Rz+7t1rGpbagpvLrhUlfsn7ZPsIJKhUt3aj+IAmnwrhzKoiGo0iPA2+/RsjyAJ49+VBUjpboZvzjV/H+93sxfUFcq/cj7RrBAfWI/6GEofddwsrZWzDy82l5QRwndoewJbj5cNeL1Ktz/j3o/iNevm06a77ZYu3ZoSrtUd0yJZO6jtPjYG7RRzEx04wVfmtuVX1tzPIrGtEZXed2AIxAAEwDxeHElZ5ENBjB1E00qRP2BZGKgmK3o9hs1Gteh059W7D4rcVWs9duR4bDICXpWakIp5Oi04VInx8lzoNpSjoN7cBLc+6vVQ8p/y6ihkGXR6cAYKggVWlJKBkgHRBNNrmmTUee6z+shlf6z6ipveu7D1fzzn0zMQyzylBJQaKQmJmCt8zKNxEOo+smik2z6lkhGPzn3mxfvZ+KEp9lxlslJSEEDBrfj3XfbEUPBIhP9uD3WzTZFxdO4oLBHf6TpdcaLJm+mrfumI5pmFXm1lQPwQjTRNVUpq5/kqbts37hXf541FR+3dR5MrnH8sHpQHjcmIVFqC4nJCRYQ+eYRItKAGHtU0IQH+/k8ruG8Mnf5lqDHFVMBzOqo9lU2o3qxr7vj2DmFZCQVYeAP0Jyahwfbnn2Z2bceYpbe/+NnGP5SJcdEuLAG0CEI1UHf5KsFnX54Psna3qZ/4Sayq3ju09xV/dHMHQTNFuVtrlBYloC3lIfADaHjbA/hNCsZ0ohBK27NcXucbJ34zHMYNA6bFcUhN1Oh/6tOXEwj5A3iGZTMRxOkHDFHYO56bFL/5Ol1xqc2p/DnX2ftHx2olEQAiU+3mrlBILISJgHPriN4TfGzicpFqiJ/Bp99RQqK4OoJwvQir2odjtCUTBNq/dghsOWXn4kQpOuzTlTEED6/BbzOBgEKXEmJxDyBVES4xEeD267wuztz/xHBm6/NyoqAlx+2RSkaaIW+xEFJRCwpB8URfDayr/Stkds5S1/Df/q/93ZIEtm3fnv61Yff+yB31zD/zf4peo5QwjxwL96/d4Lk1IukVK2lFI2+6UG8L/CxTdcROeLOvz0ZhZ1AJg04zaLORaNEvUHrQe7KpMJFJWlH67m7ndu4vqnryS1TgIYepUshMnqT9ejl1UgDKPKvMs6YWncrkFMYv4jsPm7HVzf8h7uH/gkBactXZlju07hTvQw7u4R1ZOrP5nlAZhSIqVE01SObD/Bhrk/WmZ7wMs3TeP+gU/9ri6kMUJM8/mhGRPxJMdV0ymklHji7Fxy0yAE0jpcUBRL6gBAUagotjSMbn35Wv78yFiEw44SHw+qgs2ucGTLUZBWYzgUtCZanHGu86YBbJomLz8xj+sueYPpU1Za0iqmyZovfuDaOwfRsVsTZMDSdjJ9Poy8PAy/VfwIVSEaNVi3fB+njluOyXmni7lj2IvMfnNZTYb1WxDT3OrYsC5X9+6E6QBDKIgyge2Qg/sGdaVtPUHTRgUktsjHVaDBGTehH5PRF6ay5WQuI9u14u6+PenpakZyKEx6mzJO+lP5foWP8tQQhxxpfJ0zFGkCJrSLr12HOr+EM4fPctuFj3J7zyfYv+koAEXnyjh9tIAJT1+FK8lTNfnwD1I+VS+Hy07+6SJWzFpP0G/pH8954ztu7fIwpw/l1mBUvwkxza/r7xpCZosMFNOa0qxsm0hZaxcPTJ1gSdqUebHlBXHpTiKdG1JxVVdKezdizmebeOy6gdz0l0FExndESU8h4ZCJWjeNrw8foqhvGt5hzcmOpgAgEedVA3jOm4sZ3+xunrr8VYI+q6DcuWovF/RvxcBxF1qFdNWkhEhPBZf1AC+qNBC3r9jDztWWVFI0EuWhQU/x7FWvnw8U/pjll82ucd/UG1BVYU1emhIZDtOuS2Pad2uCGfATKveiOCwncSkEZkYK506XIEyY8MxVjL5lIKbPb9VsEsImFJ0rRQZD2ONcGC47CKjbtel50wD2BcPc9uo3jHtoBouWW7T7YDjKkh8O8uTYQTRNTq5iAIHuNIkkmEScBlKCQ9PwhkIs/PEABWVeADYeP83IqTNZuv9ITYb1WxDTveuiq3rTdWh7ZCSMNE3MiI6MRLjvzetxOFTQDUy7A6XK/BnTQOpRVs3eyG0vX8t1j48jIyvVolQb1u93/Zwt6D4vQppoDs26Xk2TRu1qV2P0l7Bj1V4mtLqHe/s9wbkTlqHSyX1nUG0al90/EsXhAKw61aysxPT5qg2kbHaN47tPsf7rTRiGJRnx5l0zuHfg0/grfz895Bghpvl1/7s3Ed+0HqQlWwZJkSguu8q4Wy5C2G2YDidCVVFU1ZKpMQwqy3ys+2ozt710Ldc8PBqCQcxA0GLxJXrY89V6zHN5IE2ClQEkoCnyvGkASyl5884ZXNfuIaY9u8DSlpaSdV9t5Mq7hnLBoHYgrGsPCVLTLF8T07TM1w2D9d9srpZKKs4r485hL/Lxi4tqOLJfRUxzq1mnxlw5eSxqchLC5bQM0DSNy+4ebhkdC0t/WnW7EKpm1RVScnDzUboN7cD4R8fQfdSFoGkIzdKXPrbzJKEKPwhhaa1WlRpN254/PYlzJwuZ2PtJbuv2GLvWHgCgJL+cQztOcePfrsQTb+1dCIHUVKSmYUYi1XV9YU4xyz9ZW71XLZyxltv6Pc3xvWdqKqTfipjl1+R7LsZxthJbRCLi4pBuF3Uy4jArKjBKShBpyQiHAxRB9qGzjLm+Dy06Z2H6fFXyIhAsr7QawpGIpUgQCtWKBrBpSp59bgFXXjmVBXO3I6Vky6lcrrqhN0qxF6mCmeQBTcPE6kOYwJI1+8gvrKC01MdNd07nnWnLayYA+bM53L/z+qPwS3IQKhDH/79JW61HfHJctdNrNRSFKffO5LaXx/PVS99WT3JauliSn0J9cfxUkjISLHM4fqb+6EGr0SlNSXlembWJC0Fc0u/jHPx7YOZTX5N3ooC84/lc3/xuXl71BI+MeAHTMOlzaVembXuR+/o9QTigWzx0IWh/QRatuzfnnj6PU15UiSIEj395L806NWblx5aW+fy3l3P15DE1HN0vIqb53LFfG0vaAVGl4S3xe4Mc3XmCm567mg8f+czSefrpx1XRfI4eL+HoS0tJUCyJkZ80xEIBw6IkqpZ+mAwEQA8Rfx7lVkmRl1Xf7cFwa3z59VbWHjnN8GZ1mTVpFgh4f/9bbOqSxacvf2d9Q0oyqsvJ8AkDcDhtjG5wF7gc2LPSWfj9X5n29DxO7TlN9r4zXHPf8JoN7pcR09xSFYXM9ESkCYZToJkGptPkw092cnnvrpxJTGT+4UKoG0UYNqTUsBWZxBeaPLNhLZqikN60gLT4IIHNSShSo07vE7RP8LJme2f8JQpanRAg6N3k/KHoLZ+1gez9OUhV4cFhz3HvlBuY/cYySvLLSa2byPQ9r/LoJS+Rc/RctalXamYyA67sxddvLeHgj8fBNDm57wy3v3IdHz76BdKUvH3vJ7yy4vGaDu+XENP8qt8oDV9lCC1gknDETzjBg1BsvHLkIHd/djtvvLoEI9mFGZFgs2EPQSgtjuCmg7w5/m3qts3CVexDd6qUdEsk4axJwrz96HUTMFLcGIURqF8HLTV2juR/BGY9M5egP0xhfgVXZU3kkU/u4G+XvYKUcPvrExi0YBKPj3weGdKRRZZvQN/Le1G/VSaXJk3AiOgomsKMA2+yY/lu9qw7CMDJxy6jWafGNRvcLyOm+dXygsYYZpUpalWj6cCGA3Qe2JbRNw9i4QerMSPRavkQ/AGkprL4g1UIRaBJo8qoy4L3bDFmOILicRPV7IiogZkST71a8IDyW7HzSC47Dp0hLifCGzuXsO1ILgGhs2HHCVSbwryX/sJL361jxaETaH5BpK6JqggmtOhKZWWIC96ahq0COidm8MXD1/LYt8vJD/h5YtEqRrSv1Sy0mOaWJ8GF8lOnw7S8E9BU3nn4CyY8fhmLPlzNuTMlSCFQEKCoSEMHu41X75pFXIKD8lN51nKkZcCrR1WE3QGmSXlJAKGqCAEpdc8fj49Pn5lDXnYx+ecquanLozy/YBKPj30FPWrQ9eJOvLfteR68+HmL4Wi3DGdbdW5Eh/5teHj0y5TklUMoyOTonXQbcQFLP14PwNevLebGp6+s4eh+ETHNr/a9W+FHA5tERnUQglAowu7F27jl0VG898AnyEgUqVUdOBBF0TRO7c1m2n0fkdEqC7NKV5NQiGDEhUQiEKBq6IEQmCaeJr+v0XMs4S3zs/SjdYg4DwumreTH+VsZfW0v3p80C6TkrR9f4IIdp/nohYUWuzFoHbIPv2EAnpR4Lom/EWkYqMLkO99nvP/sfE7uyubkrmxufGR0DUf3i4hpbgkhyGrf2DKftNmsRqZhMveNRQy9bgB5OaX8uHRPtb6pFIo1FAR8OOlTVJuKdLlRVA2pCISEYEklINAy61Cu2DDLCxEIOvduFosl/yFY8/VmTu47A9Eoj4x4nttevY6F09eRf6aEpPQE3t/2Ak9c/hqnDuRCRSVSWpKfA6/owZKP1/LCX95DRiMc3HyE+9+/nfcf/xojajB18mzeWvZITYf3S4hZfqV6XCgm4HFDOIIMhXGkppKY7KL8XAjhCyKcDkzDAEWw8KMNFqtNgrDbrDtq2OpvGRVehAQluXbU7yWlXtasPUgoWePFL9ewY9sRFoQLkUimvnENf3thATLRhlZWjhKMMODGoUyaMAPdYyetZ0M61UvhUGE5h9aWc8ftw2pGIqUWz4H8UhM4T0r5zB+2khhCSsmsp78ho1EacckeUjNTyD1eiKmqlBT7mPvuKp5f+hi3dHgQoQiatG9Ig5aZFOaWcWTLkWoK2U96YYrdXi2PoKgC0zAtmQkp6VzL6WKRcJTK4krS6qeSfSCHE3uy+SkjTcPk6Stew6iituYey8ed4LIoBFVayZ5EF/4yH9+8sqD65FIi8VcEyMhKJS49kZAvRJ+xtV5rM2b5nJ9dyCdPfkWPEZ3Ys+EwaU3SyT2ajx4Icmz7SUbfOpRLbh7MspkbcLrsNGiVSWbzuhzZfoLCsjAoCulZaZSePYrABMPE1DQURcGTmU4wYoKmYhomNzxzVSyW/Luh1B/AYdPw2O1MW7gJXyM3rhIdJJw5U8InO3JQhEC4nOScKiKi2tEy0jD8QczCIlqPuJAl01db15vdAZEoacluCnNK6D/qArav2h8zd9LfETHdK1cv28e5nWeoWzcO3aNTFPVjP6lRLENM/2E3m5++g3U73iXoC9OwcTL17Al4whHONt1NcaELIST1nBEq8pwEtiUhEZxtmEq9JD/BAg9CghZRSHe7cNpqr56mlJKC00XUaZRONBxl4furkD/dTaXkw79+SSAQRdhslOVXkFY/hdK8EqtwlqBqKo3bZrHg3RWYpolQVCSW/rse1WnWuTEndmcz8KpaL4cRs/wKhqO8NWcDHUe1Y/Py/TRK9aCtPUvBoAxyyipYVVLII4+O48W/z0eJSBr0bUpmi1SOF5VQYlrUIZeqoJiC8h6p+Fp6CGeaZG51Eu/TiZSWWnqbDesy8i99Y7Hk3w2BQJhIxCApyc3arzYS9Fe5vgOhYJTnrnmz2ks2e38O9Vtkojmd6BEdoapkZKVwaMcpNi3ZZU3WA3a7jdK8MrqP7IL20CxsThsN29avoQh/M2KWXwd/PMqCd5bTokN9zh7LR0tKpqKoAn+pl43ztvDZqXc4ujeHI9tOkFY/mfSsVJKa1efwpkOUllqMreR6yRRkF1XruprScjx3piYSCRsQjWKrDHDJ9bVbw7Qov4KkVA82m8anry7HFjRQLKUB1mw6TCBBoAI6JqFIlMpQBEWCtAEI+tdtwqx9O/mpHDOcgqQUFxWhEINbN+OLHXvp36xxzQX42xCz3JJS8sUL84hP9pCQGkdSRhJns4vB4aS02Mecd1fx+uJJTGh7P0JKGrdvRGbzDEpySjh+pBBDSouuL5R/Nok2TTS7zarrpUSoKq0vaBSLJf9uiEZ0you9pGcmc+5EAYd2nLIOXbAmp56/cRq6YcWYl11MXJKbaES39jdV4op3IhWVuVOWVRkVWxrdAV8IT6KL+GQ3/soQ/S7rVoNR/ibELL+KCiuZMX0dPQe2ZOfKfaQ3SibnUAAjYnJi92mGBIOMvXs4Cz7fjM00yKoTR4NW9Tm64wRnD1tsopS0OIrzKzD1KJgSExNsNjxxLoL+CEIRoKlMeKpWN9apKK5Es2t4Etx8PnWlJfVQxXosyClh+t+/BSkRqkLu0TyiUcuAypCW/GLLCxqxYtEe61HT4YBgkNT6KRTmlDBwTBc2LtxJvSa13nAxpnX994t3s+fHE9RtkEzEH6KsshLd0Kks9jLvzcUs9M5iQusHKC+uJKtlJqn1UxDA/o2HCVX6kYaJXYWIqvzMgIkoCCQyOREhLSnHOFXWaq3pn+r6jIZpSFPyzWsLf96PgVnPziMQiKDYbFSW+Umuk0RZkbfKX8Cq35t3zGLhu8sxDRNhtyGEgj3BQzSi07JLEw5vP8mAS7vWYJS/CTHJr/JiL0s+3UidFBcVxV5CpoQKH9lbj3H5pFHMmbICoQiymmYghEn2gXMWs9tpw/S4UZDWbbCqCYxhoABX3D7ov13af4WiIi+JiS5WLdqNWuRFZqQC8OP8XTAsE1vIJP9MCZ5jhZYUoM1FUqsMvl+8B6kqqKpCoqLQv2dzlq7fTx23s+Y0ss/TJvB5OQEMcOZQLrP/PhdTmtz9zs2Muf1idq07wKu3fUhZkY+ewztyx4WP4XA5GX3HMIK+EEs+XE3Lbs2s5i7QbXhn2vVtQzRisGH+DpLS4zic4yUtI540myTsC7JtxV7KCr01HO0v4/5+T3B81yn+Nm8S2Ydyq5q7EqQJArwhy6VbVQR5pwqpLPEhFMVy4jYliqJw6nAeisdDet14+oztzqL3VvDm7R8Q8Abxl/pAwJlDZ8lqWaubdTHL5zmvLWL1Zxtwxjn5Jn86iqow+6UFfP3SfGwOjaM7jrPkw9XUbZHJnW9MYMod0zm17zR2pw2jIoAQggeXPcjaLzYSl+Rm3VebSMxM49SxQroMaocENi/fj26zkZ9XQW2VvD9aWMxlM2YT57Cz4d5bWPPDEfR4lYAisAVMlLABDjtmzw7YfBGWLNxJ714tMKNGtfv7gXX7UdLSQJoMGNIGl8fJ8k/WcGvXAwy5fiAyGCH/yNmaDvXXENO98vXnFxHVDfpd1o5n7rmM094yJs1ewqHsIno0asCo5z7GCAh692zOxW2b8tym5TTvreDQK0jQ42ia7ObhtLs56s/nQPcS/GaE3MNJHN/citG96mMqklW7j1FuWpqUtqrivrZh2gOfsGDqUi5/YDR/mnwp4SoZB1GlieYvqbR0+twmhm6wZcku4lPi8FdYVH7VprDzx+MoDTKx+/2MuLoH25ftZt7UZfjKA+TleVHi4zl9rKAmw/wtiFl+fb/3JHM37MOUkq+m30yzzFRWLtjBi8s2UeEx6Wi6ef3OT0lJi+P6yZewas1Bts74kcZZaWQPbo63kY2JY4dRXuTDle7mq6MHaZboZPetHlrVSSchx8e5okpOFPooK/TFatkxRzgc5do/TyMUivLBh39h4bvLqpgbVJmSGUQiVi2gOp1sW3OQoRMGYkQt92Vp6HgrQ/iLykBK2g9oR/OODVn03gomDX6a2964AVOzE9ahoshLWmZKjcb7K4hZfr177ycc2X6Ces0ymHfuPbylPqY9MYc1M9eQkpHAq68s47Cu0qR7c2596gqem/gJuflHqSiqhGAQYVN5esFkvl+yl3BJBQc3H0UiyT9ZQLdLOiMVhTVfbUbYbBScKSEpLeHXF1UD+GHVAZ5/8AtadWjAG5/dzj4jgHQqhBMkUlMIJIDpAGyWad6izQfJSPAQcYEUAi0AGw9kYwsITDtc2bMDRX4/q06f4Kp5X+AJ2Ym64FBFcU2H+muIWW4VnC7ikye/QkrJzS9cy1WTx7J/0xFeuXU6RcU+eg1rx83t7kNDcsmtQ9AS4ljw/mqat6tPpLwCDIMOg1vT4/Ex+Cv8bPx2Kwmp8Rw/VU5iqoe66R50Q7Jl5X4qyoOxWvbvgsf+NJWD20/y8Ls34C2qqPIjtowYhWlQnleKcLvQNI3ic2WUnCtDUS0NcwDV7eTYoXMIt4uUFDf9L72QRR+sYtojXxCJGlTklYGA0wdyaV67WQwxy68F83ewcsV+7HaVOdv/jt2u8c2UpXzx0iIUTArOlDD/neWk1U/hzjduZNq9H/H9nM3Epfxs2nzP2zeyccke4t02Vn+2gcTWWRxduZsLh3RECsHOH08RDIQpzKuM1bJjjrPH87mty2QcLjufnXybVZ9/b8lrRaNVnguA242KAMNk6cwNjLh1CEYgaE0B2x0c2XqsWoKx3xU9SEhJqKrrH2b03SORUZ3CU4U1G+ivI6Z1/RuTvyToD9OtfyuemXU7BacLeeH6dzi06TBterXiL+0eoLKonM4XdWDoNb147eb3SamXRMhnsfYSM5J47Mv7OLjlONkHzlJZ4qU4O59QMEKHPk2Qmsa6D0/iN0xC/hCuuNopN/LJE1/y5YvfMur2Ydz66vUEA1HrF62qVl1f5gXDQHhcmEGdTQu2kZgaX8XMFqgOOztW77MamQ6NUROHsf9gAd99sZXKygg5+88gQxFrurh2Iyb5tWLONlbP24GmCubs+zur5mxj2gOzEHFO5uw/Q6Rvc8Z0aMTq1+YjpURGQVZ6GTd5NJGwzqHtpwh5g5TkldGsXQPOHDlLWUElJWdLYrG8/wgbNx3jqafm0bJFXSr25aBWhnAfK0VETRRfmLrfnkKmJ3PMcw7daceoG4dS7qOsuBLCUZIaZeB22Tj9xWZmbjuJY9dJKmrQJLE2G8P9UhN48B+2ihijQctMnPFOApVBPnhkNmNuv5jSvHKKc0qQpmT+lO9QhEo0rPMhhjHvAAAgAElEQVTde8sJVRlBHN12AkVTMU3JhrlbWDHTokTNOvEO/pDOvde+R/H+k4iITu/RXYhP9tD/8h41GeqvIuANoiiCbSv2sPeHI1jz/5YGK3Y7IhpF2G1omoJE4PQ4cLjtRCuCoAi8JZUobjcAhWfLWfrhSoywZfDywUOzrB8iIbn2az/GLJ8vuqYvC95ZTsgfYfojs7lryo1sWbiNaCiKbsDm73YBkH+6mEUfrK6WHXHEOS0tJ+DhS16iotRP3QZJzDz0Jm/c9ym7t5xi7ZytqJpCt6EdObr3DK27NI7VsmOOcNUDRVjXefuz9XidJvYyiWaADSBk7XxZjVMpOlZIRVmADhdkWe7wQqB43OhODaVKbmXHsp0EvSF0XwDdB9sWb7eMl+y1XhM5pntl/e6ZHNt5lqX7TvCYHkVEYG9+AdhhU/YZHLqKbpj8cOgMB4qK8HrtHFX9pAazkEecHD8huHX9QgCe/tNQRg1oz4CrXyeQKji89wjNMlJJj4+jRd00tFqsqekvDyAUhdyj53jzjhnW5EmVDutPZgYAKRnxlOdXUFnio0mnxuRnW42RSMhApCeCohDVbGyYuwW/L4xUVFbM3oSwKYBCcu2XLYhZfnVr3RBTkRgCJs9YzLwnJ3AivwJ5MkAC8O3OH0FAZamfhYt2czyvDJI9nDuRT8XYDEyb4M2VG/GeCyKEYNv79/HdjwdZd+gMe+YfRFMUBlzcnoLASXr1bhmrZcccpimJRg2klCx8fyWn9udUTZqoVVp8gBC4EtxIzUYoEKXFBU2Qplkt8eMvqajOwYObj3J0y1GLVSPh82fnANZka0Jq/L9eSO1AzPKr+8gLOLLtOHnH8/lh/lb6ju3OprWHIC2VktJKIsfykIbJqVP5fDFlBcFAxHJBT3Lh9Vl6mfddNpVoxKDvyE68ue4pJnZ7lPLSAGvmbkNRBC07NSTgC5HZNCNWy445QoEIiiKorAzyzIzlIMFZoqNGJJXNFLSoQIShecs0TuSVUlThp3vnhszJPlz1BgJ7kcRwgxKCNWVHKfKGicbrHA4X0rAyCTUEdU13zQb664hZbmU0tJh93hIfnzz5FVdNHkt5YSX5VRq4i6YuRlEUDN3guw9WIpJTMIXCsb05qHYNU9rYunwPG+dvA+D9nS+iOhxMHPwCRUdzOK4bdB/RmfhkD33H1O4psoAvhBCCXRsOc2TrceuTukUdN3/y9PD50VKTLBlzVcGpQajq+33FlQiPG6SktMjL0o9WYxompqIy46m5oKkIIOl/qa4f3JbPv9xMEJO3X1nEw09fyc4NR4kqKjJqsmHuFgCKcopZOHUJ+Setw2PDsAxpAR4f9xrlhV5SG6Uz+8CrvHPvR2wvqmDtV5vQbCq9r+zLgZ3ZtO1ee+n60bBlbh0NR5n51NcECsqs4SHdkjsybXaE10/dFvUozi6kosRHuwubIP1VByehENhslhEVsHPZLiKGIFJhHQpv/GYTKArOhP+dvQugRdtM9m45ydY1B/GV+9HsNg79eAwThQMbD2Nz2jF0kz0bDnH2UA56RKfwdDGuRA9Bb5DywgoeGf0qSMntL13D2IlDGekZj66orJuzhbqN08lokEKdxhk43I5YLj2m8FX4EYrCuRMFvHTju5ZvAFgHDeGw5ZMjJRl1PBTllFBeVEHzbs3IPnQWAUQjluE6po4RNfh+/nb83ghGeSVrP16NI9mqt1LSa+cB8T8gJvl1Yf9WfPTsfCLBADOf+oaigkoiwQhGgpNoKIqUkuVfbcYIWNejcDiQwJcvWNP81z5xBYe2n+L0/jPs2XCIlLqJxKfE0X1451gs7z9CsKp+Ki6sIJBdQKBNBtF0N44zlSiuDEQogioEEVNiJHos5nRKAooviJCS8nOllPsDyGiU7N2nwOPGUYun42sS/7IJLKUs/SMXEkuomspVk8cy8+k5dOjTmkgowkdPfYNQRLUW3eCbLuLI5iMMmzCQ3esOsG3ZbqRhIqvc5VXt5+m4jx//kna9W3L7wyP5bspicg7k0nNEZ56cfU8NRvnbMGXTc5zYlc0jY19DmoblSGoYP2vAaBrSMPjT5DEoqqAot6TKedmixiEEZjiM4nBgj3MRLC6rfm/DkFx+/0icbgetutXeogZim89te7akTtM6FOWU0HNUF7Yu3cWJPaetKQyXE2mz0XnYBQRDBqNuHszBHw7hKw9UN7VA4C23miiGbvK3y19h3L0jcbjtLP/0e+xOG5OnXo8rrnY3Pztk1mX+Ldeyct1BZs3ZimIH0wYiBGbYQI0YSE2hqMTHJVd2p8+AVnz1+mJEMGjpXRkmIqpjaFFEYTm+aBgpBapdw4jopNZLpuWFzRh929CaDvUXEeu98pY7BzHxzTnEZzmwqxp/27WKcOMotrNW82Dk0AbsORWiTf06NMpI5M2tGzDjI5QbKggnNgSGYsnVbN15klMni3h+0hg+37yHTWdzaVe/Ds//6eJYLvl3wX3v38rIW4fwzPh3LDqY/WcNUGGzIcNhEILOA9vh9jhp2bUJM5+da52vm9ZUlFleiQhHEH4/5Ypq6T0CSJMrJg6jstTHmNtq93lnLPMrOd5F/85NWXPgJEM6NCM/u5Alj8zCZkii3VsTNCT9xl5ITm4Zf76+DzM/Wk/usQKiZQFsAYNwooaeFwApcDjC/P3gxwxq1o1bR/Zk5Q9z8RVWctllE3jkqbGxWvLvApfLzsczb2XX+gO8fs2b1j2valJAmrJaCioYiHL938aSXj+FZR+vQbMrRCOmRSuTIKvySbOpRPyh6tkOaUqGXduH9j1bYrP/0ll7zSOW+TXunhF888oCjKhBy65N+fq9NYRDBjKqYwYC1Av5qZdox9mmHiOv78vh3WeI+gJ4i6wGgaIoRMPW4WLR8Vyev+ZNJr52HUtmfs8Pqw9Tv3Eqb636a6yW+7th8OjONGyWznsrtrJ02W5cxdEqKYKqJp0ARZFEFcmofu24ql8nnvx2BZhg2qRldqICTp1oXYNz/jDSUFEV64Cib6smhCsi3DuoT02H+ouIZW4pisL4x6/gvQdm0qZHSwzd4P2HPrFM4qrMQAdd14+j244z8OrenDpRysZFOzBDYaRhSYpoDlv1g/EXL3xLiy5NuOvFP7Hw/dVkHz5H14s78cy8h2K15N8NL8+7j5MHc5k06mVkRP957/qpASxAmiaX3zkUISDgDREJ69YBfFVdT2IcosKHFu8hkJsPikB1uzGjOn96YBSKqtBpQJsajvSXEcv8atasDlnpceQWVtC3Tyt2rzvA/hU7MLEMusKqyQUD21JRVMGldwzn2K6TVJb48VWGqmnGlcU+pJQY/hBPjXuZsfdcgqopLJmxFlVTuPfN64ivJVqb/wqN22Xx3o6X2DB3C5++uADi4pCVFuPVNCQQRRomJXlljLyxP90u7sTXn/yAGufC8IcQqoIZjYKmIINhAj4TqWhoTjt6KEJ8kotWvdsw/PraLRcV67r+xkdG8eCY1/G4NJweB1Mmf4GSnISsrESGdLqP7EJ+dhGN2zWkeccGvP/Qp6CoBKsOfCyzS8ukfc/a/Zw5cIYnvn6ARZ/+wO7dZ2lxYXMem3ZjLJf8u2Di6zcw+Jp+vHTTB5xbvd+a+rVV1fZSYuo6QkLLHi3pdkk8Hfq3Zc7byxHSeqYhEgGbDaFbrKyyokrr3qoqCE1j7F3Dqcgr5cr7RtRonL+GWOVXkzaZpNh1SkuDtOvVkldumoaMhAk1TibVFyS+Xjp9JrRk/hOzrfukEP/ggwWb5m9l0LX9kKrK/l05dB7ekYffuzkWS/uPMXhwWxo0SOae3k9ARgpSUyxJBZsGIQOJYMjAVrTs25yt245j+kMIfwhpVyEswO+3vr5KwrTHFb0Yfm0Nyv6dp5PA5zWueXQc1zw6DrCE7SuKK1FtGkYoDJrK6vm7UJFUlPrYtnQXqk3F7nIQ9IWQpkmzzo3Y9/1h6rfMZP03m1n31SaWRWYzc9IspARvea13zQUsg7yOA9vSvFMjju08aVEuqvSNgeoT7M+e+eaffwc/afQIgRAKbpeNSycO4fPn5gIwZHw/GrdryKfPfYse0VnwznJmHHid5Iz/909bhBB8dnxq9cfz316KqirY3Q5CkShlZ0spyy1h+A39eXnCVHxlPjIaZ1CUW2YZJwCZbepz9mQBZiTKxm+34klwM/Ca/iyevpawP4z5f00Naymap6Wi9GjDrO+2g5CYUuAo8CGChrUhKwrhihCL5m1n7fJ9ePMrIDUJUVIBNg1VN5D5JVxx7wiWfLSWQHmAxLop9LykC2V5pfwwbysbvtrI0PH9eOijO2s63D8E3Zo0ZPtbP5vDHq8oRVMU6rWtIM1dyrxdBlGbnfHNOvPEvFUIqZGSlUC2YqK21GlS30XuOZ2kkI3vNx1HCMHFA9piOAWmKSnznh97l81uo22vVgwb34+vp66wCsRIxNJDEwI0DSSs/WIThm6wbdluik4VWP8msDTSwmEIh3j2u8d44so3MU2THoPb0KZXK2b/fQ6RUJQVn23k1eWP0a5X7Z1cjSXeuO3S6r8f3nocaZiohglnK5EeB+t3nqJB3STmrN3NtoZhMhKTcazyU3duDoFWKfRMTmLH4RxaPFqHH4r3csJ3lim97mfO4TdRNBVvQRl0yKrBCH8b0tPj6TO0Ax8ke6go8VUbvSKE5QWQEAdS8uUrizBNieHzWX4BmlY1NawgpKR19+bYHSp71uxH2O0Mu3koSQl25r6+mBUfr+Ob1xfx/u5XUGup7EosEZ8UxyLvZ9UfZx/JR9UUXDYH3jydo9tPIoTCxJev4aWb3kNGDTIapFAYCCKFAEzcDoVwxODoun0cjOq069Oapl2bsWHVIcrLajdN/ycIIWjZrgGXGRH2zDuIEjaJJCiUtbMTdQtsPtBCghNnSzhaXMLWkzlkF5Vhc0uCdS2T4nCGQMPOa72H8cDyZZjCpGNKXXpmNWRZ4RHOeCv4dvZhnuo3iAldu9R0yH8ILrt3JJfdOxKAUCBM6bkyNLtKVJdgwMpPN6A5bGCzs2HWKlS7DXdiHAFfGGmaNG6dyaFtJ8lsnMr6rzexZvYPLA58zqwXFyEVBb9fr+EIfxs8CS7a92hOu27N2L/hoHXuKc1qCr5QVRCCL15ehGZTmT9lGf7yINbJVVVtX1iKzWVnwv0X88HDn4OAi67oTpPW9fjkiS/RozrffbiGD3e+SFr9Wi1nEzPM+urnwZ6lH61BURUcDo1AZQBfZYjd3x9mwOXdef3WaVQWeUlvmEaZbsM0DGRZGQ2apXPmSD52DTYt2IaqqVx613AWvLuScNCsPuCq7chqlcnAP/Xii2lr0DU7IkkBrw9Ua3gDwyBS6mXB28tZ/tkPhJJSID4eEbWmohW7HXSdUbcOZcOcH6koqsSdkUyfSzrjL/WyftYa1s5czcAre/PX82CYKhZo3bUpi8++Xf3x6SN5qJqK6nYSDkXYvHgPQkguu+tiXps4A8XpIDktjrIiH9I0Sc5Mwas4sauwcd4WFE3hoqt648xIwVTyKa9iNNd2aDaNtr1acfEN/fn4EatWkNEo1XuTP4AUgo3zt2Ei2LlyL/lHz4GmWYZ5AHoU1e3k798+xF/HvQ6mSbcx3WjbvQVfT1lKOBhhxec/8OKCSXQe2LYmw/3dIYRg9ql3AThz+CzRcBQFcG4/TRgN3VXA4nk/IE2J5nZg2hyARJWWKX32gRw+f3YOF159EVI9R2lFuEbjASum1q0zad6nDccL/bjKDMyCcrSAbrFUFMHKrzazZvl+MEEpr7QOPx02aFQPzRdAD4ZJjrfTvH0W27/bweb1B7nm6cu48eo/+OBc1m45iNrLBY4h4pM9TFn/NyZ9cAuqTUOxOZCmSb3G6Zg/UagMkw79WlcXSPu+P8Kga/pRcrYUpGTcvSNQFIX73r6Rodf2Ycg1tXsC4x+hKAqjbhpQbWanKNYDbNPOjdBsGppNpXmXJqQ3SMVe5bituF2omkWNdcU7GTK+LzaHhlA1kJLVn33PR3+djR41ME0Tb7mfmzs8SNAf+pXV/L+H0RMv5omvH2Dwdf0xI2HMSATTlLTu1hzTsJq59ZvXxeFxWM0Dm0ZxXhnjJg6lpLAST6KHsXePoFP/1oy6aSC3v3A1ntpPlapG06w04pw2hC5RDAhkujHSnFzQuzkCaNgwlYREF+07ZVkNPNPArlmnkUIIkusk0Xv0hSgCUFXKi30sm7WB7Sv3W2YtCFZ++SNv3jWjhiOtGXw1/M9MGziOwtIU9uxuTkS34VAFSQ4XGAJhCi5K6oqIKMgEnRK1gI7NU8iMJBJ2Q7t2mTRvnM4DI/sx8oLW3Deidk9g/F+MmDAAMxpFGgYiHEKGwySmeohP9qAogo79W5OQElctSSMcduxu61qzeVx06NcGT5IHMxRChkJsWbqbj/86Gz2iI6VED4eZNOQZjuw4WcOR/vFo3b05zy95jNvfvBFhk+jJTiTQomU9Qm6sujzNQYZHhQo/7twg+zef5LKJ/dikRAlHHIxvNIKElDhuffk6xkwcRsf+50/R7Un00LZ3K+uDn8896TSwDUII4uKdZDRMo3mnRtZ9E6r/FEBcooeLJwzA5rCDqqKmpbBq4S7mTt+AYVj3xtOHcrmrx6M1EF3N4+6/X86jU66jUYNEhM2OrLofNm7bwGomAF1HXYDeJhPT7cA0BQ4jQq9ejdB1g/QGqfS9rAfD/tSDwVd0575Xrq7JcP5t9O3YlFCaDd2jYno0nKUQF9ZoVyfDcnFvnkm800HrzPSqaUKBR7EjDFAjkJWYSLcGWWBKhCE4mFfE9C3byfNVYCJxpgZ5u2Au35zeUtOh/uFwuh28s+0lHvnsPmyJ8RbLQwjSMlOqJl7BjOp0GdrJaopKyYFNR+g3pgtleeWYJoy8dQh2p537XruWIVf0YPj4Wm8SWg0hBGNvuQiwprp+Ujxs2K4BdocNzabS6sKmpNRNwumumrTTNFSbBpqGO87B4Ct7otpUhE1DaBpr52zl42fnY+gG0pT4yrzc0nkSvvLaq+/+e+HiGwby5Nf3M+LOkWhpaSjxcUgJrS9sVjURa0mUOD12i2EpJXnZRVxxz8UUZhfhjHNwxYOjade7FWPvHs7NL1xDSt2kGo7qt6N+87rE2QUyHEZWeJHhCEIIugy27u91m9UhMS2eDv3aWPdEU2J3aJanjNtFYp1E+l16IYqpY4bD+MsDrPx8I5sX7bCGXFSV71cd5KXb/zfr+he+voe/Tr8ZuzAtw3XTRFVVkuskUeXWSL/Le2LqlldBcU4JWRlO6nis671Flya06taM6+8eykWjOnHLwyNrOKJ/DxeP71etA6w4HaCqxKfGk1Q3CYSg44C2xCd7SG+QDIDUdexOu2XkqVjXYUKKNVUvgR3LdzPrmW+q5UxM3eCxK15n/+ajNRjlH4uGrevzysonaXfjYNTGWcj0ZBxOrXqoLzk9ARmJIsMREGB320Ba98HrHxzBRZd25Za/jqnhKH5Gp6EdoNKH8Aax+6PYhFV/2xRBXIILh9NmySDpuiUX6AtwYZ/mKNEwsqSM0tOFbF2yA2lIlDIvX902ne0r99V0WLUK/xNNYICmHRoy8MpepDVIs6QOfAE+2PIst758HZNn3sXfv3uE7ct2W18sJdIwWP3ZBvSogaIpjLptCAB9x1zIA+/eRGLt1/n7J3zz2iLQo1VNboGiqrTt1ZoFxR8yafrtJNZLpbjITyBkIhLiIWoghUpm83q4XDZyDuaQe6IAkChxcYi4OEyhIg2DrkM6gGFQWVTBzv/BC0xVFXqPuZAr7r3E2pBMkwsGtGLEXwbx0cE3uHfaLTS/oCmRsI5QBZgmofIAW5btRQiVOs0zadGlKXaHjYkvXM3YWk5P/7/IzivBG4ggTNBQMJ0awTou/nLPEBaunkz7Tg3JcKr8OGM17soKZF4REd3EaVdo3LoeulAoyC0lFK6aftZsoGpEAyHQVFIbpIEQrPx8Y80GWkOo50lgSFZzxjZoAYDDE2XpzSMZ1qwFM64bx4fjxzH32AEUXSV5mx11UTJ79xVRHgoRSlUYdkkHNE2lTf0MXrpmBK0ya70r8z/hqzcWIxBW4YJVDMbHOZl9cipvrHsKVbUmBw9uP4ka50ZoGroBGU3qUKdhOmXFAc4ePWcZYKaloqSnI5wuDN2kff+2ENWJBsMsend5DUdaM+jYrw1jbhmM2SAVFEGCTePxp8fx7uSr+NuYwUzq2JG8Q2egYRjvyERKL85k0SfrCUVUCovT6ZduaYddft9IJr42odbLH/wjolGdXWsO/BNdS5qSgeO6syh3KuNu7k9yiovD3++3DhYUgWFYB6kNWtZDUSRnDuaSn22Z3Ohn8zFy8zACIVAU2vZsAabk+M5TeMv+9xopLo+DPsM7cOntQ6oYSAbX/3UMnQa05d2NT/PQ+7dw0q4RqZ+C8DhQMutQ6tPJPpCLEIIO/duSWi+ZpLR4HnztGnoN61DTIf1bWPf9YYRQCWU4EHYVmx+UUoMPHriSJa/cTFKSG1e6nQXnjmLUh2icJFqik2G4aZucTqg0wpniMqQGCNDtEtMhkQk+6oQ9JKZFQUg+PbWhpkOtETRul0X/y3tQp05VM0BKZux7lfGPjuPRz+/jxWWPs2npHoSmIKM6IFj/9Sb0iI5QFEZPtGSRug9pz4NTriflPGOyffHifMxwpIr6CkIRtOjUmG+Lp/PY7HtxJbopzq+gvDKMcGgIITCFQv1W9XG7beQeyeXs8Xyr5WS3gapgmiZS1egxphsYJr5SH5sW7ajpUP9wKIpCz5FdueruKuksVaVV18aMu/Niph94nXvevYUuo7oT9ochGECoGpGwwQ8LtiORpNRLoW3Plmg2jdtevo4rHxhdswH9myg4U0x5USWyrBwRjVjPzdEo104ey8KyGVw4rBN1W9Zn2+oDeCIhKCohUhnArkgaN0pBL/Ny7nge3hIvSkoSJCYgE+KJhiIIRVCvTRbYbGxYsremQ60RpNRJpNfwTgy6pp/1CcPg+UWT6XZxZ15a8jDPzH2AdZ9vsJ4po9az+4kdJykrrEQgGTK+H3annUYt6jD55ato0a5+zQb0b2LuuytR7HYUh6NK7kLDnejmsxNTeXf7i9jtGlGvn50r9yKliVAUIqEIafVTqNekDqW5JZw7UcX8i0YxQxGkrqNHDVp2bIBw2DGlYP60VTUd6h+Ktr1acsmYbkibBsnx3PHclcw48AZ3Tb2J4rOlYBooqSkYCUlEAta12GdsD5q0zmTyW+Np3r72sPi2rTiAcDhRQtaUuxGO8OX6Rxg6qCXRRBfeaARZWg4OB4rdRnyXFpRWBgnnl1mTwVEddBNTU8AfQkZ05k5d9scHIv+D1x+E8+dpLUZ48INbeOuujxh+wwBrKhGwOTS+nbIM1aZhRvTqaeA2PVtweMsxhKJQUeQl6zxlC5cXV3Lm0FkrsUwdKa1m2+L3V3Jw0xEqKsOUF3mtuKVB2+7NObDxMEhJWX45QX+I0oL9uBLjqrU2wZpEkKbB7rX76TiwHaZh0m14pxqMtGZRr0kGw28axKEfj3LPO7cAkJAWT+7xAras2IeqCqJBvdocrlWPFpw7W855wkD8l3h7/g/oUoIDFCHQCnXs3ih3XT+DK67uwYqle5HHchGmiaYpqDYNiSX+nlsUQEdj0fQ16IGQRfGvgmLTkLpBeoMUHB4no26+qOaCrAW4q0d/ssvO0b2pk0y3pcGdnKzx6fEN2EsN1BIQQcu9uW6Fh6DUMRUoD56/0/lSSpbOXG9NAZsGit0yz8g9eo4/Zd5Ku14t2b5iL8JmAyHoNrQDW5ftAaC0oAIjaiAEzJ+2AmG3V8vfCE1FKioHNx+nz2U9yDl0lmsfv7wmQ61RCCG447ZBzPt6KxNvta4zh82GURRm0frD6M3qIm+MI3zYCQpcOLQrOTlFGIYkqhs41POzlNi8aLvlvi1+uq1Z9/637p/Jnk1HWFfljA4Q8oVIrpdCWX4Fhm5SfKaQQGWQ1V/8gK/U+/ObSomQElPC2eOFNOvcmEbtsohL8vzxAdYS9BrVlS6D2xP0hbj0juEAJKYnsnvdUs4dyceNgvRHIcmN6nHhjndi6gaVJd5feefajbffXoHE0mAVHpWQYiDcgqF3v8u4EZ1Zve84/noS7NA2NYM9uZbZVFkwRCgnhKnAh1u3YQoQQiIESCGJFHoo1ANc4mxLrshlUtvzq8EUazzwwW28dtM0LvpzH2taDLA7bcx7azGKHiXqC1jmVkCzrk05seMkiqZQXlhRk8v+rxDwBTm24yRCs7Sm0TRkVGfd3C0c3ZtD1ICisz/LTnbq24Y9Gw4BUJpfTjikU5JfQfbRfBCi+rlT2GxIw2D70p1cMKQDIX+YfpfVbgPs3xPJGQmMmtCX3esP8cA7NwGWzF7+qUJ+XHcYYRgYlT6Ew4EQ0G5gBwrLIgRtrhpe+X+Hz15aiBHVIRKxcszhQHg8TLpyKmNu6MeyT7/HwNLclMb/x955h1dRbf/73TOnpjdCCb1X6SDSpCkiiIqgIBZsqNhQsXfFAhbErqgoVhQUFbkiKr1IryEECIQESE/OyTk5ZWbv3x9zRP16r/d378UE5LzPkwdmTjKzFuzM7L32Wp8l0W0aZkgS8FZxaFM2oaoQ37z5A6GggZ4W+bcQAs3hRKGIi3Fgb+Rm0OgeNetoDTP2nvPZuTabek1r0763VZUUnxTHN6/PJxgMWz1SDOu3MybOhRG2KtgqS301afb/zPxXF1vxBKXQnHYMQ1J8uIwxjW+ic/+2rF24GRWypAl6DOt6LIOzrMhD0cFCNLuN+W/9aGUT/4IpIRAke+sh+gzvzIHdh7nyoQtrwr0apc/Atnw7dx0iFKL/qJ4E/EG2rtmDIy2ZUCBkVYTYbBiGRLNpVBR7atrkPyClJDe/nFB6DDLdjUWnI8IAACAASURBVKMkgIaTawZPw59fhExMQBcCPTkeMxBGahqH0jSKCkpxxLjAF5E91DVw2ElokUG8aXDN1Iur35kTWA7i5Fy5/Q90HtCe2TufP3acv/coUy+ZEWnaYZVgANhddp75/kFmTHyTytJKmnduUkMW/29IKZnQ6hbrYetwWBl1kQerkpIj+wu4+dXr+HHuWpSUNGnfgKseHc3wxCuRRhh/pYkQgvZ925K1YR9KKpTXa/1bSQW6honGsGuHMGjsySOR8VcghOCOt2743bnpV73G0rlrLR0bIUBJlGHQa2R3Lpl8Dnk5RZx1Sa8asvh/Z2XWAf6xfz8iVeAsh7CmcAZMjFg7ms1Eoeg/sA2ye2MKt+zn2qljyNp0kDcf+BQAw1Rgt9G5Xxt2Lt1h7XqbEqRpfcXHkb3lIIs8s2vW0ROAjMREPr544rFjpRRXr3kD+06Be10c0i7wp+o47AZv3HAxq3Yf5oftexnY/sRu2vhnTBn8KLIyMtkVGmbQ2hGWQKAyyDlXDyIcMohPTcA0Ffd/cBNXnzaFgkMlmGHrzRufHGcFg5VClpZZk0bDAE0gTYnD7eTtnS/UkIcnDhec340Lzu927HjZkh08t2AFdh+ItvUxMxXxTSpICMVx95RRHJ63kAZJicT+pmHfyUR5sZdnbvsYPT0Ns7QcgUJJCQgIGRTmljDuvgvYu+UA3hIvgy/rR7szWjOxy11gSvwea/fu9HO7sHj20l+1NhHIcBjNbqfSH2bGp3dQv0WdmnLzhMDpdvD0ovt+d+7OYU+Tu/cwqkNzEAI9Pgbp83HFlHNp1qYeb9/3IaNuO7lKXH/LB7NXUH7Ei80pCCXZCQVMQnUFCIUhBM1qpdC3dRNiUp3kBip4fvgwnl+4nAUH96CHFJgCXUL9OklQbKInh7DZFbJKYBa6kTbF5gMeVk848RuZ/dV06N2a2btfPHZclFfCoxdN/z+LL4XusPHcj4/w+uTZFB0qpnXPFtVu6/FAKcWE9lMQLqf1LjPNXz7ADIUpPFTE7a9PZPGHq9B0Qb1mtbnhqUsYkX4dZlWIgD+E0HVadm3KwczDVsNsM9I4WlpZd2bApM8FPTjv+rNq1tkTgEnPjPvd8cu3zGbhW0vQU61SdTSBCoXoMrgD46aMID+3jH7nnbw63dtX7ea7t5YghEAkJyErK9FsNlR5BcrlxDAkA0afTrAqRNGRcq64bySHc0t46ZbZYEhCVdYas9uQ9mRvzkF6vGhulyVrExsDwRD71mfzbdWH6PopU5D8T0mtm8xr65783blbet9PyP8bbVYhQLPx2IIp7Nu4nyUfLKPPqJN3Y+bB0TOQwXAkCAzhqiAYJiYQpIqBF59BVWWQuAQngcoqHvx0Mjeefj952UcxImsAd6wTzeGwpH8ifRpUKGTpCwtBOBDm7Z+n1qyjNYTLZef52dcdO558zjNkbzmAlpaK5gihKn00almbDiOGcmDHoRNSwu2Ry19HO1KMPZyAkR4PsU4k4AmEOXNEFwpLfNhT4xhwZhtm3v85/gbxKF1gr+VC03WkpoEyITEOFQzhDbr4aOtT1V6pKDixNYFPuSDw/8UV68TmsHZEhNBo1DaDAzvzMAzFuoVbuHfOyS1aL01JZVkkiBIKgdP5u8/j0+JR0uSpBXdSXuRh9VcbqPJW0axTI7J/zgbNSpHasSorkikcyVWPyEpYWnUGS95fyrqv1zPxuStIrZtc7X6eqDRu1wBYQ6TfEO7EWKo8AX5etJlH593BS9/dU9Mm/k/sOHgEqRQ2IJwAjkqsTp4C9Bg7u3bk8diTo0lOi2fHykwqjpbT7/yuvHXvRyhTIkvLQSk+evEfCJcLTDPSPE+AAi02BldqIlOveJVm7TK45K6R/86kUwqnSiTsrECXgrSkWMTgPSTU8/KPiu+4bdBVXD2oe02b+D+xb8vBXw+UBIfTKo3DyrLftTabaYsfxAib/PTpGgoOFtP7gh7Mf/Fba/2vFJ5iL35f0MoCDhsoM2w19bLpCNMqPX/0oulccvcFtOrevEb8PBFJS4vH7jWQDht6WJCe4sL3YhZBbwjj2gCzx19U0yb+T3hKKwkHQiiPB8IhVCSb/Jeuwp6icroP7ciVj15M3r4CMn/eR/2WdYlLiqGyxHusauG795dFrig4JsxpmihNw2bTePfhz4hPjeOGaZfidJ+cAfO/gvqtM8jNOgQC7EIhy70QCLFg5rd8cuAVepzTuaZN/J/YtiUXJSWasuH0mITiQQkdATjj7Px0IIfnrhiOy2Hj++x9HK7wcF7XdizI3YNhh7BboWyCeWu3QT2JcCo0hwkBG8IvwKahnCbX//QF5zRqycim7Wra5RMGp9uB3ekgHJFKaNS+IQd35GKGwiybu5o7Zt3w7y9yglNeYiVjCKcTFQ6jQuFIRYMgITkWf0UlTy+4A0+pl5Xz1uEpraR1zxbsXL0HDCubMOvnvSgjjDIkQndaQZlIQFl3u1j55Xq2r9zNtU9dSnqD1Br2+MShUfv6VsVHpJmoKzkOX1EFm77fSv2m6by48OTemMnelGM9u+JjEYCekIDyV1mSWqZB1sqdPPTJLaRnpJL5816K80vpPfQ0XgaUwFpnCvj0uYVoCfHH3qtCCJTLiRbjwqFieerymTRoUY/LHx4d0USPApBSJ5mj+48CkJSeiCcswOHgs5eX8PjHN3HBLcNq2ML/jT2b9qMMA/FLA/RfFsgoYhPdbF+5m6e+uQtpSn76eBVHcwrpP6onHz75BdjtCLudKqWzZ/l2VCD8uyo/TImSBvmZh3h0zHNcdOtw2kUyrE9VmnRsRPbGfQgsTV0TRe6eo7yx6tGaNu1fsmdbLsrtQkPDXlKFjLf6vLjcdnqM6kHfAW1Z+v1OMjKSoKoKR55EIKA0ALp+bENT6RokxmEzTR6eOJvLbhlCm86NqteZaBD4xCW1bjLzS95lxvVv8uOHK6wNN6cDlCKx1smlD/bPyNlx6HfH1i5Z5GGpCQrzynn2mjfoNqQj13e5i7KjZXz4xDwKc4si2iQShG41dIkEhHE4rBIgv5+6zdI5svcoG76z9JSbdGjE2HsvqGYvT1zG3XsB51w9gIvrXge6oMOAzqz/bhuueFdNm3Zc2OIpoKqRwl4B7iKBFMoaN6bC9IXILDnMlBtnc8cdQ5nc/xGEBjFJ8ZbsCiD8VeB0YFaF0DQ9kqVpWosbtxM9MZ4qQ7Ji5V6Wz13FOVcNJDHt5NLj/qsQQrDknMl8sXQbL2z4ieKqAI1SHZhSJ96ZVtPm/c9IKQlIHS0hAVlZCVJauoWRzaiKkkrmz1xEx/5t+fr17/j5203EpiTg9wSs7xGA0JBKEg6GrficrkEwCJqd1NoJlBwu48DOQ+RszaGy3M/0JQ/XsNcnDu06NWLxO7cw6vNP2VdUQvu66eSETTS7DZvz5J86bP1xO6q4+NixMk2EpgNWieKhrCPcMfAxvih+lxvOfR4jZPLew59QWVppbSIIa7PLakKlfq2OEQKhaaTUS6Yk5yjLP1mOPSGeXud2pufQTjXn8AnGo3NuZNfaIUw+8yEUimYdGrN/Rz5pdU7+eRdA3oEiK0hkWnMoTIWygVKCMluY7w/k8PzXS6lTL5npi5YjXWBmhDFSFHqJDdMt0AKKKqXAhLDPhuGzY8uzEeuw43GGOIKfI3uzWVVwIBoE/g0JqfHML36HNx+Yy8J3lqKcLkteSkoS00+e5lz/ivx9lga5iLwLha6jhBHZhBIUHSjixRtn0f2sjtwx5AmK8kqZM/ULSg6XWrIRhoGw2SINzaxrqmDIqlgD6jSrw+HdeWz+fhvCplOvWR0mPDqmptw94bhg0lAGXdKbcf2eQpqSjj07sPqDH3HGndwSEL+QtT4bUKhgEBETY20wRMruTVORvX4fdwyeyuOfT+bWPg8idI24OqkoTUPY7QhABYOY/qCl+WqzWdew6QhdxyYlgTIPy+evR4TDnHPVANIbnly9Kv5KZu+ewZIPVjBj0ttUlPtJzEjD6zNIj2ifn+x4DpeAYaIim1ZIBQ47Qik8BeV8OXMhHfq2YeknK1kxbx3OGCehsLU5JSJjTEmTcCBkZQAHg8fmYSkZqZQXejmUXcChrMOUHC5j5sonatjjmuWO58fTMCOJt+/9AKUJiI1H107gyCTg81RBmRdsKQibHduRcqTLTkAJnrnzE34Y0Yk16/fjqAggYmPRPF5cBwWGQ7M2BOJiweeDpHhEaQXhUi8bizyEgmGe/agaN4FVNBP4hMcd62LcvRcQqAxwwS3DSK6bgrfCT/ueJ39WmK/sV92gxPREzr1uMDnbc9mxcjfBQIiQ3+o8unfzfsoLygEozi/+tbTVlCgEIlKyowRodjvKCOOKdXDJPRcw4/q3AEHD1nVp3691NXt44pOcnsSNMyewe91eJr04gcx1e2naoWFNm3VcKAxY48t0weAOzWmWlsrShTsIVwSpCFSihUyKj3rZt/UAYO0pVFUGreaLoaClM0Zk4yUUQvpDlkaUy0Xf87tjxsWy5rM12Gwa/cf3Rbef2qVj/xe7pjO0Zxt2ZB2hU8sM+p3ehD2efHqm/T12vn95d+ouJ6NvHUplRYDl89aCMvGWBQDB1uWZ5O7Ki5SVhY4FgMUvi92IXq00DBAawu4AaXLV1LHMvHEWAW8VKXWTOWvCAKvLejQj5RhxCW4eGjSAOZu3cFe/vgTadMUd6yIx5eTfiCk5/KteZvMujTl9RHc2fL+dI/sL8JZVooJhpBTs3pSDqQBdo+BAkTW+bDYrAGxEZGsimSy/VDPUbpTK2VecyfsPz0VoGm17NKXBKS4J8X8RQtCmZ3NG3TIMZUoue/Ritv64g44D/h7BTH+kmYkAhp/fBXuCk89zMpF2OGpWgQbrSo/SBgMU2ExBUEhwKWgUwDzkwnQI0AV6gQMVY4BLomyCa/p146vcHRxy5uPGxeXNuxI0jZNWm/uvwBXjZNSksygv9DBsQn9qN0ylrMDDaX1O/ndjpcdvBU6A2AQX511/FnlZR9i8bAchr5+AL4QQguxNOZQUeEAIS/dRWYG9Y/P7mBg0mw0CgUjlDDjiXIy9awTPX/MaypQ0aJlB57/J7+TxJCE1npsePp+t6/Zx/f0jGH7pGTRqU6+mzToulB621oKEDXqedRpNWtdh2bx1+D1VVv8YFOVHSsnekgMolGFS6amKSN4phN2ODAatDM1gECU0K8tcCrr3a4nbbePHd39At2n0u7g37vi/R/D8eKHbdPqO6sm2FZk079yYM8ecwe512Sd9dcwvmIYV0NXsNi66dRhVvgDLP1+LEgJviQKhsemHHRzclQdY8jdIZf3p90NkY0IohRIqMrYk6BpXPXEJr06ejb+skuQ6SQy7djBSymM9oE5FhBCcfWV/9m7aR+fBHahVP42ME3w+avqtXja6aTJ4eEdWL9qCTylUmRdNCHLzrPm7oWvYdd2qvvNWYnO7LHkeCdhsaG4XTVrEcCDHgdNpY+iFNSDTcwIHgYVSJ7B1/59069ZNbdiwoabNOGFZMX8d5YXlnH3lABwuB1e1ncyh3XmRTwW6XefJhfcCkLfnCPNmfMPhvUeP/bzmcFhdhSMPWS3O2o2MsykqvQGcdp2qygDueCdBr59H5t/F6cO7VotvQoiNSqlu//47/3ui4+tf4w+FeHfjJnrUyaB7kwbsyynkmlvfwzQlWtjEWRYmIcnNB1/fxsI3l5BWL4Wp42ZaY0maCLeLxAbpeIu9qLDxq/6rzYYjzm1pdOo2pFIQCpIQ7+Kjg69is//1i93o2Kp5dm/Yx5ZlmZxzZX8SU+OZceMsFr7xPQBC19FsNi6+awQDx5zO2m82cTArn+/nrIw0yxEIKdEcdqRposImRM7HxtoJKBtOTeErLscd7yYsBaNvG8ZVj46uFt+i46tmUUrx1WvfkZAST/8xvdA0jXPc4zBNiZLWwsLutDE7ayY7tuRhs2k8ddEzGIZCRKQgnHZBoLLKkq5xOo9JRMQ4BL4Kv7V5qsAWkch5Y/N06rf86wMF1TG2IDq+/oyiggoWLdzKmWe3p2FGCl9vzeSez/9B2AFKU6AJutSvx+sXnsfnG3dgTxI8smkJwmEiNNAPOolxuPCFwyilUPWtBoZ2jwPTrnDEhxGOMAJBKKTTOTWDTwddWS2+RZ9dNc+abzdTlFfCWeP74opxMmnA4+xZnWnJJek2dJvOQ3NvIzYxlgM781j07k/s35KDMgyrQZfTgeZyI6VEBawFtwASayfiKfPj1BR+r5/YhFiqfEHu/+hW+l10erX4Fh1fNUswEGLeCwtpe0YrOvVvS/6+Aq7udJcVzFUKwmFiE9x8fPAVFr39E2n1k3ls/KtoLqtkG10nLsaGt6AcdM1qhq0UaBp2u8A0JWaZB6UUutNBTEIMH+W8XC1ySdGxVfNkb9rP+sXbOOfqASTXSuSNu+bw+XNfI5xOay4lBCMnncWIawey8sv1lBR6WPDSIquSGRCxMWimiTSkFV8zIjrBSXGEDGte5i/34opzY+gOhl8zgEnTLq0W36Lj6/hwYPdhln+9iZHXDGD9oi08/cg8bD5LR9pm03n0s1vYc7CYD+77DKPSDxUea1PT7UIBsrAIAC05yYo1JMRbSqZHjnLP+zdx5pgzjqu9/+r/3V23gWoy4fb/+HqZT91eLXP4aNrAKcBvO/sqpeg/phffzvqB0sOlYNORCF6Y+CZvbp1Ol8GnUatBKm/f9yHeUh+pGSm07t6chW//ZP28KS39sbCBJ2Q9eLGBMg38ZZYm2W8zrKL8vYlxOJjU69eFQXytGE7r1ZjNqw9YGtRlXrylHuZ+so7LbhmGlJIhl/Vh++osQkFJ/a4tcGKy/rutVkM4mw0igTtTAghwOcDtQhkGvuISpDz5N66i/P/RulszWnf7tbFdxzPbkbk2m/1bD6CkiQxL5s/8lkGX9Obiu0ZyMDOP3Mx8ygo9uOPdNO7QiI3fb7NKiyLVDALw+8IIzUS6rfFWVeFDc7s4sr+ghjyNUt0IIRh549Bjx6FgmEHj+7Fs7mqC/hDKZsOQgmkTXmH6kocRQlA4dSz/eH8llQGD2nUSaNiyNt/NXoFCHcsiV4ZBZVkki8GmYRgmIcNA0zV83qqacjdKNVOrdiKXX9Xv2HHL+GQ61a7NxoICwnEK6VBsKshn0948ru3XHU8owNKivRyoKAMDmjasRUHYx67SYmthXKqjYiShsEQJgfTq6PEmUlpaikervDXnbJRqp9ewX7MClVL0ObcT5flFFO49AqaBaRq8dMu7vLV5Gh37taF+y7q8cf/HeCuqSE6Lp0WHBnw3Z4XV14OI+htQURFEaDrCYem4+ip8oGkU5pXUlKtRqhmny8G438j6xafG0W1YZzYs3o4yTBRWufacpxZwzWNjUEpx7mVb2boqi0AY6jarTXyCkzULt0aCwpo1vxcQlgKh6UhNgCExQmGqKgPIX5obRvnb06JLU1p0aXrsuF2vlmzq1JiczCOIpHgQGt/OXcdZl/XlkrtGcnh/IXt35FGUnY/d5aBJx8ZsW7sPb2klwjSRkSBwlT+MJgTSbgWTA94qtFjB0QPF/8qUKCcojVvXo3FrK2GiRedGNEh0cdgbgPQUwkrx3byN3Df9YuxFHua//j3hODsZzeuxe+N+QIDbbTVNdUb0ogMhK1tYt1F0qHrfZVE5iCgnDOsWbmLutC8xHE5rdzZS+VyYV8yWn3by2QsLydmaQ9szWpG3Zyu+Ch/ZG/aBpqE5nXQd0JYN3221GgTYdExT0qhdfTLXZFsXUrB8/jq6DD6Nuk1r15yjUWqEO7/6B+uNPFJjNKS04ZISZbexbOluEuw6n0/9DIIhgpoDvy/IzuW7jgV1bTEuYtw2KgorcCW4CfrDxMS7QNfwe30oUxIOGCz5cCVDxvet9i6fUWqWkqPlPHv9LMxg8FgTCQWEggabl+3k/Wlfs231Hpq3rUfOtlzKj5aTu+OQpUOnCVp3a8ruLbmgJA6HnVDIoHHreuwu9aKkRAbDbF+2g6z1+2jVvdm/MyfK34zPn/+aJXOWR47EMVmQ7csz2bB4K28/+CklRz1kNK/N4Y05eA6XsnvdXkCh6zotuzVh99q9aDpIIRC6oE6TdPKyDgNWk9bv3v6Ruo3TSUg9+eU0ovxn3Hvf55QGq9Bb2zANkG4QPsWP2/ayZXc+/9iSRUotN/7WhZhK8VOeFwIaQglSdTceFSRcLol126gkRIPYZPJD5Vg91SV5nkqW5u+nf70mUUmbU4wtP+3gg4c+Jhw2LX3gSECtvMjLlqU7WfD2UnIOltO2dS1yv1pP5dEy9u/IRxomQtfoctZpbPp+O2BtXJmGpMlpjdj1835kMIgW42bN9zvoNbwrGc1P7DLiKMef5x6cz6adBRAMIgNBRKSJ6soFG8honMYnzy/ENCQkJeIpqaRk2U6kz48WH48mBCnpcRQfKsHldhBC4Ip1oOuJeIo9KNMkHAiy6J2fGH7dYByuaPPUUwlPqZepl8xAKoWIjbOae9ltGJWVbP5hOx8/s4BtP+fQpE1dygoqQCny9x5FOB0Im52mbeqQvfkAQtdxuh2EfEEatalD9sYgyjQAwZ7NB8jcmEObrk1q2t0o/wVPjXuR3BIvWkkFIjURbDY2r93Hbfd8ROaBQuyHCgj7g3gKPZYEjV1HpNeGcBgRllYPD4cdFTJQ3kpWL97BsOuGEFtdvZlO4CDwqSuScopSt2m6VQrmcltC/wrqNU3nnvdu5vuPV7N9+S4qy3xs+G4L0pToNqsZgK5Bs3Z1yd64HyEEmq5hhqydlcw1ewGB0HXQBFt+2M6tvR+oWUej1Agd69VBr1QYDlA2ncq2tRlxyxDuvncErz7xNUd353E0pxAjZHWn/kVLM61uEo2b1bJ2dnUdoyqIDIXwHi7BV+KFYAjhr0I4Hbx8+xzmPr+wpl2NUs3EJrhJTk+wylmxSgsdcW5ufPZypNBYtXALnlIfm5ZmoqTE9ptNgmanNcBT5kMFgqhgmFAghAwEyVyZaT0PI/IiZUcruH3Aw9FqhlOQJh0aWZsBkfJ7pKTb4A48/d0DvHzzO+zfkUdFiZcDOw8hpURooCLdipt1qE/OtlxLosTuQDmcSEMeCwD/wsK3lvD4xc/XkIdRapKWzWsTcmvYysFWKXDlC+7o3ptzu7Thk5+2UFzhZ3duEUIJNGspbP1cagrp6bGYQYUmBaGQRKE44CtFaWGrUYOpY4Y1Jv40nx/y9tWon1Gqn/SGadZcPdKXV+g6tZvX5Y43J7Lm641s/3k/lZ4q1v+Uac3r7da8XtN1WnRuQs62XCtbStMwTQXBELvWWePIFh+L0DR2rcjk5r7RxqmnIq07NMDw+qwNeF1HScnw64fw4AeTmDHpHY7mFFGUV0KgMhCpiLF+LjktluZ921F6qBhCYUtqyabjK/HiKfZYa0m7JRXx5p3v897Dc2vW0SjVjivWRa2GqQDISh/K50eUlXHdoxfhjHGy4sv1VJRWsmX5bks+5Jd5vSlp3CyVqgofhA1UIEigwosMBshatxcl5bHml94qg7svmsmRg9GM4JORVj2aYzRMR9ZLhX2HSDNDDBjbg0078/BXhQgaZuTFZ0nRpGWkYNROwKifilQSM9aJ6QugdA0tIZ6s7GJm3ldNzxr1X35VE9Eg8ClG3aa1uffDW7nr5SuOvahT66Uw4JLeXDDpbOJrJVoarFLxxDf38tGhN0hvnIZpSLI37Kei2Gvp0+k6ekrysQY5CNB0jfH3j0IIQaO29WvUzyg1w+i27Xll/Pmc2bEZtjDoJpx1dgdatKrDqAl90Fs1RWvVDEdaEh/smM60+bchy8op3HeEPRv3IyN6nGFf0Gp8omko00SGDdr1akGPoR2RpqRh679HA44o//843Q5ue+lKHvn8TuJS4hF2Ow63k5E3DKHPuZ2p3yQNWe5BVvq57KGL+Dj3Nfpf0gslFfs255K/v/DYs0qGrAZywmYHTUcpwaUPXkhsUgzxKXHRRiWnIO16teTBTydz2SMRTWghaNmtGZ0HdmD8g6Ow23WEVAQCBm+uf4qP9s5EE4oqb4A9G/YT8FkL4LDPD8Hg764dn5bI+Tefg5SSZh0bV79zUWqcCVf05bk7zqdlozT0ENhNwaX9O9OtZX16dWxEeVsDTzNJ64o2/DDkLh7qMxChQ1ZFCTvLCpAOiRSSUFwIbApHTBiHO4zTEeKiOh1pkZiKUpARm1DTrkapZtIb1uLuOTdz7we3oNl00HWS0xIZPK43IyYOId4OZt4RzKogj3xxFx/te4kGbTNA18nenkfp0QprXq8U0uNFSRMME8IGsirI+LtHoOkaDVpF512nIgOGncZj793AmWP7oNntCLudfhf2oFmHRlw8ZQSYBioYQlZ4mLPmYV5a+jDC5aKs0MueNbuRug2EwAhL8AfAMFCGgQyHadGzFX0u6IlpmjTp0KCmXY1SzdgdNm57fSKPzL+TxJQ4ZFUAmya44Kah9B7ZnUatMywpEVMx+s4RfHLoNc6+sh8yEGTfphzyso5YFxICYXNYMQmF1QTTlIyZPJT45Fhi4l3EJUTn9Scjo++5kHvuHIld1xFuN7Xrp3Dhhd1JKfTg/nEn2B28unkatRunoVwOio6WI3xBRIUP4Q9CQQmquAR5tIj2fVujlKJpNTbxFOo///q31xSigRDiJyFEphBipxDi1sj5FCHE90KI7MifyX92nWg99SnG2/d/zIJXvqNNzxb0GNoJIeCe2TcC0KF3Kzr2bcOqL9cjNBtzHvuM/L0FVHoCCLsdFQ4jUMQmxuILWk28bHEuzMoqlFSYoTDJtZP4unJOtTTuinJioZRi7NMfYJiSy/p1pln7Opx9emtaRsoHL795CF98sAakxBXv4s7h0ygqs7J7CYasEg6hkd4ojcLDHpAmzjgnoZC0Ms437Gduzsu4yKLIugAAIABJREFUYp1RKYhTkFUL1vPU+JdwOG30G9uX3N353PbyVQDUykjhvAn9eGnTPlCKzSuy+PKNJZTlFVtdhe0OhGlij3Mjw2Frk0EDoYljWq65mYeZm/8GQtPQ9ej+6KnGI6OeY9faPQy+tC/t+rSiQYu6XP7wRQAMuaw/c6YuoOBgEQ6nnSfHvsDRQyUoJRA2G8oII4DkWnGUHbU6q9udNgylIcNhvCUV9Bvdi+umX4bdYa9BL6PUBAWFHm66/QMARo7rjl0JrjmvF3EuJwDXjT6Db+bvQyqFzwxx7ntzKD3qxx7WCCcrtLAOsYqUBDeFshI0sFW5CHklxIRZUbKfVRdfjxJg1/SadDVKDfDh1Hl88swCmnVsRI+zT0NKuHv2JABa92hO9yEd+P795WAYfDbjW56/8W28xR4Aa24vJbFJcfhKPcCvq1ClFIRNnHaNBYVvHqsMjHJqcfPY1wlUBbng4h60OFTOGed2omO/tgBc8dBFzJ22AAW4XXamDHmComKf1SjVNK1GhU4n6Y1rcWTnQYSm4UpOIGi3I0Mh9h8o4bG5t3LfR7dE342nIBsWb+WRC6YhNI0hVwxg//aD3BKZ16fUSWL0nSN4btK7KDQy1+zhqja3UVbotebuUlnNUp02dIeDgNePsNsRDg1lNZVh7+aDfLh5KkKI6Lz+JMQ0TG66YCbSVLTv1hJhmjw062rik2I5rUEK63bkognFlMkfU5aWiFFPEJNVjK3YA14/hA2EUuB0oqSJFjb4Kmta9cYQ/prMXgO4Qym1SQgRD2wUQnwPXAn8oJR6WghxD3APcPe/ukj0N+IUo2GrDMywSSgQZv2SHRzIOkLeniNc3eEOvnx5Ebe8dBXXPDWWyx8axe512XiLPahQiNSMFJp1agxKEvD5UT4/KhQiKcHSVBGatRh++dZ3mX716zXrZJQaIyMtEQV89o/NZB4uhhgbb3y4gismv0dxuY+n3prApPvPQ6/wkl/kJ2RzIFJT6HVeN5xJCcSkxlN0uALNrqM5nRgmIKyXvVSCS1rfyZ7N+2vazSg1QHr9VJSUJNZKZMnHa8hcn4M7xsmtAx7j2evf4qwr+jPpxSu4/e3r2b52H2V5JZGG1II+I7uipIlNE1YAGEhJT7KygQGlJCs+W8PELncTDoZr1tEoNULDNta7MXNdNrtWZ+Mt87Hyy5+Z0PY2NizeyhNf3sE1T15C3+Ed2bftIP4K6x3YqmdzEtPisdl0KkoqEbpm6dMlxoFuPce0xETuuvQNvnhtSU27GaUGiHE7iHE7cDptfPDtBg7uKSYOG1NmfcNVL8ylcWwSLw4azsyBw9niK+BoUSVhIdF0wXnNWqOHNdJ8sRT5fYDAJewEKwUqoKNJjeIiP51ffZWSKn9NuxqlBqjfsh7SsKqo1n69gez1eynJL+GaDpP5ZNqXTJx+Gdc+M56rp15C5rpsvOV+sNlISI6lZYcMQBHW7Vb8V9OoVc8qzxZCIFxO3n5kHo9f+rIVFI5yypHRMAUpFQvf+Yl9u/LRnQ4+nPo51552O3nZR5i+5EFufOFK4pPc5OUUE6wKgSboMbQTjjg3LqdOwZ58KwM4FMKQCmGzodlshI8UMq7JJHasyqppN6PUAGn1klEKkmol8I/3lpK1fj/uWDe39X2AJ8fN4MxRPZg0/VLufHUCW37cTsmRckvqQdPoP/p0hCZwOO0EPD6QksTkGOvCmgZCsP6bDVzVZjJBf/DPDYlyQqLpGun1kpFSkrn5IDs35zLnsc+4vssULr1nJFc9Poa4ri3wFftxlIbQ0dDrpyESYiEUttZ4vzSnRLBtVRbP3jS7Wn34KzKBlVJHlFKbIn/3AplABjASeC/ybe8B5//ZdaJB4FOMc68bzNfe97nj7Rto2qEBo28bxvJ5azmUlc8XLy0iuXYiY+4YwXk3nk3PYV2xO23UapjGlFkTadqxEZc+eBFS/TpsinOLUFICgl/0JZZ+sooRceP58eMVNeRllJpACMEn94xnxbM3csWw7rRunE6fLk2Z/+1mcnKLWbc5h049mzFi7OlMev4y6taNx2bTGHJRd7oNOY0hF3al5WkNUKaJChvIQAAZDKEiE0cZNjBNyZTxbzLh7GfxlEcXvKcSLbs148vSd3lx5WO07dmcc67sx77tuWRvOcCSD1eipGLkDWdz1vi+nH/9YFzxbtzxLh6eN4WElFiufnIsZkRiBCEoLfJaY+03C9vcXXlcWOtqXp383p9YEuXvyK2vXsPX3ve55qlLadyuPufdcBZfv7qY/OyjLHxrCQ1bZzB68rmMvfdCWnVvhm7TaNWjOeOmnEfPYV0YduM5KGmVICrTxFtYbo2vSFm1UjDrvo+4IOVKsjZEdVtPJeLjXcz7aBLzP7qJoX3a0rlVferWSuSHLdlszzlCVl4RI5q15rwWbXi872BS4t3YdZ3JA3vTtq2dW89rizNRR2mAJgmIINJhgNtAuA2EQ+ILhej3/ixGz/sYGQ3WnVIMvrQvX3ne4673JtG8UxPGTDmP1V9t4OCuPL588VsS0xIYc+cIRlw3mDOGd8HhtJFSO5F759xEg9YZXPHIGEIlZVafEJuNokKvtWiOSEsoBWsXbmJk6jX8Y/bSmnY3SjXz/JzrmL/6QcbedBbNOjTkjGGd+WLmIg7uzGPdNxvp0KcN5980lBufv4J6TWths9voP6onvYa2Z9CIjnTo3sR6D0bGlxkyUKEwsioAUiKl4p6zn+DSxjdQerSspt2NUo006dCIL8tm89rmaZzWtw2DxvXmyP6j7P55L0s/XU1VZYARVw9g8NjejLlrJDHxLlyxTu77+GYS05O48vGLUUI71qywosRnjbVfEIIj+wu4uOmtvHhrdF5/siGE4LWvb+Pt76bQumNDRl7Zl29eW0zO9lxyth3k4tuHM/mRUbhj7djtGhPO7UL/9nVxlpVbCbhCWH+aJhgGmJLl32zh8jMew1Pmqx4n/mJNYCFEY6AzsA6orZQ6AlagGEj/05/9O+zsduvWTW3YsKGmzTiuHMrKZ8b1bzJ0wkCGXN4f0zTZ/MMOWnZtetw7i5cVlPPJMwvoN+p02vVu9bvP9m7OweF28OaUOaxbuNEK9P6zMRMR+I9PjcNbXIEMm2S0rMvs3TOPq61/vK3YqJTq9lfe4+84vt7btJkf9u3j6bPPpl5CPMWlleTml9K5fYPj3ll87aYcNm4/yJWjexEb4zx2PhQMs315Js06NmJ0nWsieq2alT0XEXhH162gSjBIcsNaVHmDGLVSQcGtD53H0LG9jqutvyU6tv47/N4qpl31GvVb1OWaJ8cCsGvtHpJqJVCv2fHtLG6EDT6a9hX1m9dh4MVn/O6zgtxiSgs87F6TyauTZwOgxScgqwJW0yVpTRQVgK6RnpFKcX4JMmzicDlYUP7uXyprEx1f/x2bf9zO+4/M5eonx9G+TxsC/iA71u3jtF4tcLiObznpgZ2HWDjrB86fNJSM5r+OXaUU21dkUq9ZbW4+/T6K80stLTpds6RtjiHQnE4ccQ50TcdfUo6Sin6je/Hgp7cfV1t/S3WMLfj7jS+lFK8/+DklR8u5c+YVuGIcHMotwe8P0uov0KGfv2o7pV4/E87qjq79urleEQywreQIiW6NG9a/jlSKwvxETEMg4iTKEFZDOAVOR5i0cBpHQ35UyOoMtmLCpWTE1j3u9v5C9Nn133H0YDEzbpvDmRd2Z+hlfZBSsmVZJk3bNyCp1vHVcvaUePnoyfn0GtGNjme2+91n+3ccQtM1PnxiHss+W2vpZ0qJFh+HsNvAbj1HVWUlQkkSkuPwlPpQpqRW/WQ+yI7O609EFr37Ez/NXcvkV6+mbpN0ygrKydlxiE4D2qFpxzfna9MP21m/aBPj7h9FfHLcsfNG2GDryixadG7MqJQrrXm9Zkm9CbulDYymIYRAmiYJiQ6CAZNAmReAG164ggtvHX5cbf0t0bH13xHwB5l2xcuk1kvmxhkTEEKQtX4vsYkx1G95fN+NpmHy8dNfkJaRwtAJA3/3WVFeKYV5JRzceYgXb3zb0jI3DUsGAoBI0E+aKCFIz0imtLgSJXR0XWN+/is43c4/3vQ4ER1fv3JgXyEvTfuWERd158wh7dh4IJ86ifFkJP9v77rVX61n15osLn3gItyxVjV6yZFy8vce5cmJb1NRUonp0BFVIYRhWomKmkDZbThi3ZiR5jB3ThvDoDHHJ4bwr/7f3bUbqOaX/udz/R0v3H4Q+G0nwzeVUm/+k/vGAcuAqUqp+UKIcqVU0m8+L1NK/Utd4Kiw5gnK9+8vY9uyXezfepDVX62nUbv6fPr0lzQ9rRGvrH/muN4ruXYSNzx/xR/O79t6gEk97kFogrMmnm1NDA0j8qkgUkdtHSqF3anzef4bzH74Ez58fB6eEs9xtTPK8eP5VavwBUJMfnMBQ09rxTdzN1JW7ueem4dyVv+2x/Vep3dpwuldmvzh/HPXvsGyz9bSoW9rYpLi8FdY5TzCFlmEaFqklAOULhg4qgfXT7+MMR3voaK00tJ7jXLCsW1FJj8v2sLqBevJ3riXMy/uzcs3zUJoGvNL3sXhPH6BOpvdxuX3X/iH86Zhcm2vhzFNxSU3DwEE2GxW1q9hREqDLIQQaA4H0xY/QFFeCXef8ySGEHhKK0mpnfSHa0epWT6aOp8dK3cz7erX6TygPZWGYN2SHQwZ05Nbp409rvdq3K4Bk1648g/n//Huj8y47g1iE2PIaFHXCgIbBkhr4woprXejUEglqd+sDq+tncrdQ59g0+KtlBWWH1c7oxwfKkoq+fqdZQhd497LXmfY+N688MoSQPHS6xNo1rz2cb3fhb07/NPzo779gH0VJVzdrht+rx0lwNQFotwGrt9sMoRBetxMGdSfc1s356JvpxAXE6TMOEwGf10QOMp/x9L569m6KousdVmsmb+aNr3bMGfqF9RrVpu3Njx1XO+VkBrP9c/9cV6ft/coN/V9BCFg6Pg+kbOWtqasCqAJt5VVpxQyEEK3aXx68BXmPvsVb9//MRUFpcfVzijHj9kPf055sYfHr51Fn+FdWPzatxQcLOLml65m2LWDj+u9ugzqQJdBf3x+vTzlI777cBWtujQmoW4qnsJywCrH/qX/AlgSXEhJ7xE9mPz6tYxteB3FeWWUHIm+G09Edq3Zw+qv1iNNRW52AYMuOYMZE99AaILPjs4i5jg2U9ZtOuMfuOgP55VSXNPjfsIhk7G3n4NS0tL+VQplGNbcSwiEECihoWmCx7+8GyMU5uY+D2FIg9Kj5dRtcnzf41H+OYsWbGbr1lw2aOWcXpLL4sxsbLrOugduRNP++2SzM87rzhnndf/duYk97sNX7iOpXgpSgNEwnRBVxGw9jNCsTXPVrA4PvzKBqec+id8Xwlvw1z9rIr3I/xuK/91mghDCDswDPlRKzY+cLhBC1FVKHRFC1AUK/+waUTmIE4iC3CJWzF/Hoax8hk8cQr/RvQj4Aqz+8meK80sxDUntxrWqzZ592w4iTYkZNhl6eX8a92oHTgdC1yLSD78MbQFCIxSSjKl3HRsXb0MIwVmXn1lttkb5c0xTsnNHHstW7CYQCPPY4EH0SKrHvgPFzPxyJbVS4zClJDU5ttps2rM5B6UUBbklXPPMeOLrpICuW0NLSlQwhAqFLf0nofHt2z9y/en3U9CuFr4zm9F33Bn/9h5RqgdPiZd1/9jMztVZdB7QnrMu70etekls+n4byz9bDViaX7qtel45nlIvoUAYaZgkpMbTaVBHdJfz1wVIpGRfRboIS6mYPPgJPnvhGzBNWnVqFA0An0Ac3F/I8q82UlpQwdVPjaPb0E4UHCxm8fvLsNt1TENSp0Fqtdmze91epFT4vFVcO+0yUupaY0XTNYRuszayNA1hdyIQ7N+yn/HNbiJ35yE0TXDutUOqzdYof06wKsTWZZms+3YzCSmxXHbXuTTt2IjdWw/x3nOLiItzomkasbF/XfbQ/yW3shyFIr/Sw8i0M6k6mgxSoAmBVuhENxXCVIigDVMqXsufy20/z2L/psbs39iWNvGdqs3WKH9OUV4Jqxas52BmPkPG9qL/yG6EPZWs+WoDeXsOY5qS9AZp1WbPgZ2HkKaJGTbpf9HpNIx0Sdc0zZp3+fyYRcVIjxdhtyENk4vrX8+arzeAKRk4ts+/uUOU6kJKSebP+1ixcBNVviA3vXgF7fu3J3dvEXOeW0RaRgrSlKRmpFSbTVmbIvP6QyVMnH45iQ3rWjr5kexfZUpkVZU1vw+H+eHjlVzb6U68pX50m8bg8X2rzdYof463zMfP321h+8rddOjbmmHXDKJuywy2LMvk+w9Xouka8cmx2KqpyVbAFyDgCyINE4fLTtdB7dF0YfUkEsJ6ftltKE0gnA4UgilDHuPdhz5FGWEatW0QDQD/xSil2HAoj0WZezj3oq60OLMx5QnwzabdmEqRHh/LcS42BsBb7kdKRdvuTXG47WDTMBqm4j2nnZWQEQrD9gM8MeRRguWVaOEQPc/tfPwN+Wf8BXIQwlrMvg1kKqWe/81HXwG/7P5eASz4s+tEM4FPELI27OPmnveA04XQBB/smcHeLQdQCKRU/LxoC1+UvktMQky12XTGiG6cNrAD9ZrVpk3XJlxwaU9eWruD5LrJ9BjelYVv/L7JjQqFKSuowFfhR6GYP+NbTuvf7g87NlGqn2lTv2Lx0l0ou06TRmncMHkIB9ccQSiFcELP/i157uHRv5Nr+Ku5fvplzHrgUyY+M45ugzrw9furCGl2Lr97OO8/No9wWFqdhZVCCY2AP8z+rQdRyU68reK58q15fHXvBGKOY2ZplP8cv7eKcc1uJuj1I4Tgoc9ux1NUQVF+CQCbftzFZ0feICbeja5XT3fxpFqJDBzZmaK8EoZc2psOfVpx69lPgYLrpo9l5qRZYGq/7mNJiafYy6afMkHB7nXZvHP/x1w19fhmlkb5z1mycCvTb/8A4a3C6bQxa8WDZK7dgzLCGFJRmp3LZzufJi6x+t6NF90+nKz1exk4tg+n9WvL6ef14Ps5K+g8sB3lRR72/LwXze0CU6KUQoYlBQeKsDttSKV47upXadaxMY3bNag2m6P8c27ofi+H9hxB2HTOmXAmjdtkkL16F2bQoOhIAdMW30errs1wHWepkT/jrq79mL9vB3d06UfDuCTmbtpOTNDFY2cNZMqGb8DQwLQeXs74EEHdy06/F5wZHIkJM/bLz5l74cXVZm+Uf07Ojlyu73wXStcRwHu7X2DfpmwMJVA2O2u/2cS8Q6/ijndVm01dBranY+9WJNdOokPf1lwy5Tyev/Y1YuLdDLlmCJ9PX4Dm/HUeqISgvLACX4UPheLbWT/QaWAHBlzcu9psjvLPmXnzuyz6ZB2a3UbdJunc+fxYMlfuwJQgYmLpMKgTj355F7HVuG689vHRvH7/XCY8cD69hnbiqzd/oMrjZ8zkc5j//Ff4yyqtb4z0Zgh6/RzYdhDdZm3m3jX4Md7dPZO4pOpLSInyR0KBEJe2vJWAtwqE4M43ryNkd1MUtOQWti3byccHXyU+ORa7o3reja5YF+eM70Nu1mGGTRhA7+Fdmdj1blBw48wrefHm2RAIIH55fkkTT7GXjYu3ApCz7SCv3PYOk2ZcVS32norMWLGa139Yh7sQOnXMYHeqj6BHoRTcO7APl/TtfNwlJwFG3zGcbauyuHH6Zeyc/CHBMh89qzQyl2Vi5btKCATwV1lVL5rLzdNXv8GLPz183G2pJnoDlwHbhRBbIufuA54G5gohrgZygdF/dpFoJvAJgjQlCoGw2VBC4+Hzp3HkQDESSz+p7EgZX7/xPSWHq68UKy4plueWPMQdb0xECMHZVw3gumcvx5WcwNHcElASAN2uHfs7QCgQpnbDWmi6xr4tOdVmb5R/TTAYRglLwmNfUSlTXl2AVmLgKjVBKd79bh3f79iLKeW/v9hxoufQTry14Sm6RUrKnpx7C32GtGPxrB9wJSVY+mG6jtB1sOtWgzjDoI4vgM2uUearwlsV7fha0yipkKY8JsD//qOfsWL+WpRpbWdKw+TdBz/lYGZ+tdkkhOCud25g+uIHiIl307R9Ax54ZyL1MxJZOW8dGFYJmRZpeqNMSzfKDARp2a0puk1j17rsarM3yr/GMMxjO+PBsMmdE2fhK/ejpHVy89KdfDf7J3ye6msU2aBVBq9vms6YKSMBuOHZyxh16zkcyjx0TCJJGSaa0w52G8JhB10nHDawO2wIITi892i12RvlXxMKhBERvcwVX25g1hMLICUFvVYKSMVrt89hy5Jt1WrTNW178O2Iq2iemIpD1/li/Di6tE1nzsENiCoHKqCDQ6HZTEIenXKPG6/PSYcOiTh0nV3Ff1oBGKWakKaMNE62HmFPXP4KB7YcwAyErI3HUh8LXvuOokMl1WZTTLybZxbdyz2zb0AIwcBxfbhhxlUk1kvj4PZchG5DSYXNabdsj/RmCJtQr1kddF0je2O0seWJQKgqBCgUcGTvER684FlMmxMcTpCS+a8sZtnnazF/2yjrL6ZL/7a8ufIReg21qhEe+/QWBozqzvLP1+JwOaz3o1KIyJpR1ElHpCSR1KohNruOr8KPp8RbbfZG+ecoZcmq/RKs/3TaV/zwzVaU3Y6olYIMhZn11Nfk7Km+d40QgtteuYrnlzxAfHIs9VvW5bEv7qRR2wyWfrzqWNIQoRAqEECZkb4fStGqR3N0m/b/2Dvv6Kqq7I9/zr331bz0BoFAKAEBqYKIBSwgCAgoMlZQLIgodsfex4462HtXEOwoioqCWECKIL2EEFpIL6+/W87vjxsBZ8YZZ34mL8L7rPWWKzEvb++Vwz377LP3d7P+h0Rc35hEdB1nHagxWLt8F+GSCK4aiWJJnvx6MVsqG2evu/CO03jsi5vJbJnGIw+fySFmjPI121A8HnC7wOsGZ4PMpKKiOTW2b9jdKLb8I0L+96//hJTyWymlkFL2kFL2anjNlVJWSSlPkFIWNvz33yYN45IEFkKME0KsFUJYQoi+//D/bhRCbBFCbBRCDI2HffGgS/9Cpj55Aeg6Mhph87Ii+2GmqnZrKfDiDW9y+YCb42KfaZj87YzpzHzoI3Zu2s3yucttWQhFwZeT0TAwzrJfAnoP6c4J5xzDgNGHx8XeBL/mljtPpVNWMkogRsxhUafHkAIsTSBNqDVj3P7G57z7/eq42Fe8dgfXnvko381ZxvZ1O/HvqUQIgXA67EuGmG4nUiTULtnG1IG9mTimK2nJTVe5nOBfk5Tq5bFv70J12Mmt4p9L7BOvEHYCX1GY+9q3TD32bkL+cFxsfPX2t3n0wqfYurqEFZ+v3FsBrDkUu1URsHQdqShEIgYnXXA8o6ccNNtPs2boqN6cOKwbRKKY0mRHeQCp7V9RrvDMVa9w3zmNO6zot/DXBLl+5AN8+tJXlBaVsWnpFvtCxDTwejVkMIiMRsHQwbQ48+axDJ40lE4DOv/nX56g0Xlm+X2k5mchVJVgTQBdb5hcX12LVKBo6SZuG/MAa7/fGBf7vti8hcmzP+C7PcVsDO1AuHSQAlHrgJiK6dCI1LtQHRYlajGXduzO9SmHYDXhhW6Cf02HngVc98qle4eQbl6xzY7pHQ6Ew4E0dF6+6S0uPfyGuNhnWRYPTH6Jt/7+GTu3lLHsq7V2cs40cbk0QNjdYkJBIOg8oBMnjB/EwNMabyBvgt/PNc9NolOvNmAYmOEw9ZX1th59LIY0DELV9Tx60bO8N31uXOzbsXEX151wB9/M/p4d67ZTW15nnxVVDUeKD6VlLoqqIpKTqQvonHvvWYyaMoz0Fgkprnjj8jh5eul9aG1agM/L9g27MOvqbQ1e3QCHg/nzN3DlhOeoqwnGxcYZ97/PQxOfYPOKrayc//NePWDF67YTwJa1t0CtrsLP8KtPZszdZ8TF1oOF648fRIvWycRSJIpfgiVBAadfUi3CjH7tDXSz8S6lykprufnS11i/qoSqknKIxRAeFyLFh5qZaQ9wNk36n9idCTeNsefENDaNIAfxRxEvOYg1wKnAs/t/UwjRFTgD6AbkAV8KITpJKZvuGjOObF6+zRY3tyTCaSe3RMMtvP19i+w2Tacdtj+blm/l23d/ACC1ZQb+ch3NoaI73AQjFkpSElagoc3Hsvjsxa8RbhdfzfyOT0NvxcXmBPvQNJWdm8oQmoKzzoGmW0hVIBWBKwj+NIEWg9yM+LRgvXD3u+xeWox0qvjSvIRDOm7FIqxbmNh6YvambiItkxdu+QDF48R6JszlvUbFxeYE+ygvqcCM2YMZhNthB/qGYQdlAFLi9blwuJp+yzFNkzfufgcAh8dhD4WTEqmpGLpl69Q1VKcQjbJtVTHbN5Yy55kveKPoCXLbNp0Oe4J/RgjBugVrMOv9EHWilFXtG0gKDYPYTPI6toiLfYs+WMr6H+3KuPTcVGor6klKcROKSYIB3U726Pren3/ttrdBCDZsLOPZT/8aF5sT7MPQLfy1YXC7EU4HwunEKq+0q4qEsFtLDR1fnPbGW7/+kjIjgFKjoiabSK+F0xQYlXYNh5lkYoQdpHvDCODNJd8R8Rq0eTeJQeMSuvnxpmhVCcLlti8eVQ2lYegagNTtIX9ZrZtOz3x/SjaW8s1HK5BSkpyZTLC6HuF2YERNApUNg50VBXtwnGDBzMVgmXz55nd8Fn6jUdp6E/x+VE1l26oSrEAEkeQBUyKjUTvmsizU1GTMymqymlAvf39evWMW29ftBAEpWakEakN4s9MIVNTZupwOF3g9yNIyTMPkxRtngGkSrAtyzQtT4mJzgn1UVgfRg2GE04Hi9UA0BtEoQtMQbheypg5Xfi7OOMT1AC/fMgNpSVSHane6miYiyYulmyguF1YkAqqK4vNRVhFizrQ5fPjyVxQuf4i2cXrmHugoQrClnSzIAAAgAElEQVTNCqD6BJFs9k1Gk4KUYonVw4GqNF796YyXv2FnuR+y01F0EykEItVnn0n9ob1776LZ37No9ve0655Pr2MPbTR7gCZN6v63xKUSWEq5Xkr5r8oqRgMzpZRRKWUxsAU4aEpJ9+qC7SetIE0TGm60FE1hw5JN9oCGJqZj7wIyWmWCw4HT50FKiR4zaNsxG1+ql0MOa/frN6gqwu1uUg3jBP8e2SIFK9kNmrDbDSyJVCTRFHDETDqetpVXAs+hW0aT23bW1SMQqoKianQ+sgs4HUhVI699Dnntc1AcCjidth8CzBwfsbwU2nsTE9CbA45f9DINY98BV8q9m58VjeIvreTlW2Y2uW2qqtLrOHuT18M67iQXUkLLttmkZPg4YmQfu2Jg/9tpVUVxaCRn+Jrc3gT/jMul2evKMPe1SwlbKkloGs42rZk3Zw07i8qa3LYBw3vjcChIXSe3XS5CCAJ1Qdp1bUVadgqZLVMbEin7IQRZcUoqJvg1Tred+BUNl0OA3TqoNEy0B5CShy94Oi72TezVGzSJTJe00VoRjagkeV3kJifRM68FQrVQXA3PLguMSjei1k3rTnlxsTfBr/FkptoJFEXdt772j+sdKltXbWPhrO+b3LY2hS3IyktHKAqKz4sV07GiOm26tsaXnkT3gYfY/w401f530PDM9fjciQRwM0FF2vGLYTbkW2xZLlwupGHgbJHFU7e9RyTY9NJpp1832pba0RwU9u0IgB6O0bpzK1oUZKMpEqu6BgzTFrUwbXm6gkPbNLmtCf4Zp67D7jLknoq9eQkZDINh2HILFdWElq3h+etei4t9hw+3B3uZuokvzYclLXJbZ5CSlUz/4f9i6JdlIYIx0ptwfsTBiCMmMF0Sy9FwBJTgDEjUep3smZUsnLem0T57zBn97WRvrR+Rm4OamY7P6yQt02c/J/l1TrZFQU6j2fLLhzWGHMQfRXPTBG4F7Njv650N3/snhBCThBDLhBDLKioqmsS4xuabD5cjPB4AZCyKpkhkJIoVjSI0B1LaVVHRUNNv5g6ng3s/uYmuR3Vl4u3jaFXYEilh25od5Oen0OPIjnt/tmVhSxSvm7SMJF7dOL3Jbf0jONDW19pV2zHrIgjTsoN6CxQJasQieY9J8g6oWpyFLo0GhbGmpdvhhZx7x1/oObAroy8+AQGEqurYsXk3R1xwPEleBzIYxJPkwZGbiurQOLlne0Z2+vMNHTzQ1hawX7uhXYmiYR9wpa7bnQ0NB8ZwIBIX+255+yr6DO7O6dePZsDJfZFSsntrGb4UNwN+mRArBPld81GTPLjcGo98dRveZE9c7P3/cKCtr3AwQvHaHSAtFIddgeJIS0bxelGTvCgODaO8AktKdL3pm4bSc1O5+dVL6dy7gLNvOgV3khuhOShas4Ou/TvQ/oRecFhX6NmJlOwUhKbSvlcBf3vjz1npdKCtr3lvfdcggGhBJIqIRVHSUhDpaaheL5rPh+J2EY1DEgXgwr79GNurCycWFDK+cx8EksqIHzOlmhFdOuHIMDC9FpY/n2hZMs5kuGH0IDr0LIiLvf8fDrS1BfDlK19j1fuxAkEsfwCHsPXoEaClpYGqIRRBOA7rS9VU/jbjMg7p14Hzbx5DQbd8LNNi++oS2h6aT6/jutmJX8uiVacWCEWQkpXCyxv+3uS2/hEcaOtry5rtRKWCSPLYMzQ8LluD3uFASU9FyUzHcrkwdBOrKdqe/4HCPu256KEJ9BjYlTGXnohQFGLhGDu3ljFgzOGkOkHW1aM5Fdw+F4qqMHDcEYy9cmST2/r/5UBbWwAfvLAANS3N7oYxLTRhYdXUYpaWgSkRpj2vIV5x/Q2vXU7fob049YrhDBw3AITCnvIg3rQkjh7TcDY0TVrlp0EsitPn5qGPbyIlEdc3GhsqyomkmOgpEn+BBZpdDBTOEPgLXYRzHEQjsUb7/IL2uZw9tje9u7eiZV4Klm7g37id9nkpSKEgcrNxeO3OnPF3jGv8JDA0azkI0Vh6GEKIL4F/1Z95s5Tyw4afWQBcK6Vc1vD1k8APUso3Gr5+EZgrpXz3331W37595bJlTV8d+0dQvLqEzLwMnrzyJb6etQQcDlv6IRYD7EFedhWRQAjJ5Y+fz8iLT4yz1TD9speY+/ICpJRIXScp1YvbreHyuthdVAaKyskXD+HyJxp3CqcQYrmUsu9//sn/nT/r+oroBpsqKmmblMKZIx7FiBlYikBPdmB5NX550igNz2PR0cP7D08g3ZkaP6MbGJF0DrFIDJnkgd6d6d85m5Vvfk1KZgqVO21h+c/NWY1ajZJYW/+ePdvsgRDLvlzDY1e8gozpDdW00paxAYRDw2pIzI248Dgue+x8NEe8VIhsls5bxc0j7wMaqpUti0OO6ETp1jL8NUEkgjZd83nhpwca1Y7E+vptLMti8/KtFBzahkmH3cDuDfbdsHDb3TLC5bI7zH55QzTCI1/fTrf+hXGxd38uOfp2ijfssS9AFIU2XVtR4UkiQ4+wc8lGpG5w69tXMfC0IxrNhqZYW/DnXV/1tSGqyuvRwzGmDrwdqagoToddKeJLQrjtwUqyqhaADj1a8+AH15AU586mqGlwyKvTAMh1BKgszWBw3zYsrttCm4x6ogQRlpPPjnuoUe1IPLv+PSXrdpCancKrf/uAuS9+BWZDEs4wES6nXbHpdICqga5z0Z2ncuoVI+JeXfvc9W/yzqOfNHwlcXldpLZIR1Vgd1EZitPJ4LOO4rpnL2pUOxLr67eJRWJs/bmEVp1bcVaHK4hFdVvn0umAcNi+zBICWuSgCIHTpfHiF38lq2X8dXZHZ55POBBBWhaK5qDPCV1ZvWAt6a2zKd9RhZSSOdUv4HI33qyPxNr695TvqMLUTdZ8v4Fpl7xory0A3cCKxhq6klUs3QABg885hqufn4zD6Yir3euWFnH1qfZcCKuyGgF06duW7Rt2Ew4bmJYkt00Wr294tFHtOFjXV2VdkEAoyl9mzKTcEQYkWgBSi+z+hJgPpCoY1quQh85pmr3unvFP8s3HP9lr1uMmpWUG4WCUaG0A/AHeK3v2D4vpfuvv7s3Jl53HXf1f/76VT13dJDF8o53GpZSD/4e37QTy9/u6NdA04/viwI+f/sTtpzxISmYydZV+pGnZjTwSW+cQ7PYFAAGjLjmREZOGxNHifUx5dAJOl0bxmu389NVaCrq05u+L7uLk5HMASVqWj7NuHBNvMw9qpsz+iMXbdnCcyMKI2JqU0iEQhoVWb2C6FRRDIp0KapqDJ64d1ywSwACPLLidT56fz5ebqolJOPncQZx0Ug/+drq9gR9/1tFxPzAdzFTuquaiHtcC4MlIRSgKwunAilh226vDFt8nPQ3KK+k5sAsXT5sQ9wQwQL+hPbnogfEU/VzC/Ne+Jiktice/v4erBt7Kmm834Epyc8lD58TbzIOamQ98yGt3zKbLgMJ9CWBHwyGjoTLNMkwUaYKqcPnjE5tFAhjg3veu5tW73+Pnb9azq6SKw44qZNxVIzin67UoLhetOuVx5JhGj+0S/BumjHmMupogbXM8yLBdgSmFF2laKLpud8NEYkjTIKd1Jre/NiXuCWAAl6rx6knD+XHPBp6bvx1FCG477ETm1yTxRsk8BCpntx0ebzMPalYtWMuNJ92DO8lFVNqDUVEVu+1StdvdURTQYyAlw84ewCmXD28W8cwF956BlJLtG3ay9NNVtC5swdNL7+fUrImg6yRnJXP2jaPjbeZBzb1nT2fxnOX0OqE7sVBDBabTCS4nBEMNQ7olorYOR6qPe1+d0iwSwAAPf3Urc57+goXv/kg4EOXEc49j7JUjuf0v0xGqyoBh3Rs1AZzg31NX6efCntchLQtfZgrSkqAbDbOJGmazANLjBaOeLv0LuezxC+KeAAbo2q8DF998MptXFPPlawtxJ7l59Ju7uXnUgyz/4mecbgdTEnF9oxDTDU67+WUiukF5N8OWf6gRCF0QTQMkmB5JdlYSt502uMn2umufu4iUG99i3rvLMS3JpfeN4/4rZ6Ckp9Clb0HTxXTNWBM4/ifyX/MR8JYQ4hHswXCFwI/xNanxcLodSCkJByL2AEVNQ1oWQii2UIei2K0MHXJ4+Kvbqa8KYOhGs3jgOhwalzw8AYBwIIw7ya7QKujWhs0/beWQ/h1JTmgexhWPw4ElJSu/XEVySLMr50wNJaBjpnvQIhaWBldMHcKgozsSEvp//J1NRed+hXTuV8gVpoWum7jdDrZt2IWW7MXtdtJ/1EEjFd4sUTUFoQhMw6SurNpO/AJIC6Fqtg6coiCCQd7c+gR61MAyms+0+nFXjwDgyqcuwOGyn6cdehewbvEmWhW2IL9TQms6nnh8LqSUbF1ZYlf9qoq9xpwa6GbDQdfiuNP6M2naBOoq6pFSNotESnpOKlc+PhEpJZFgBI/PQyymk5aZhL86SL9hPVB/ueRNEBdcHgeySlK0pQLhtqvKcTrtqqeGywarvp4HPr6e1p1bocR/We1lYMseDGzZg8t72B0WTlUlN5iHNJ2oZhpdUzrE2cKDG0dDXK9HDYxf5nuoAqmb+4o6gKy8NKYvuotATQBDN3G64q/Op6oqFz9oJ0p+Fdcfms+67zdS2COf9KzkeJp40GPPNJD8NH81qA1nwWjUfsHeS9ILbxnN8WceRdgfjp+x/0DHnu246plJXPHUhcQiOm6vi11Fe3A4FBwa9B/aM94mHtQoqoKqKcQiJrWV9XY8JaWtjR+zO5sURUFGw7xR/CSW/PWM3nhzymS79vCK6eeiOTWEEHTons9PX62mRZtM2nb9l+qiCf6fKELg0FRCsRiqx8BUFQxDoAYVYi67o/2UYwuZ0u4oNNl0+5zL42Tq389jysMTMHQTVRNktEiltjLAESP6NJkdTanx+98Sl6hDCHGKEGInMAD4RAgxD0BKuRaYBawDPgMulVI2vchfE9HruEN5Y+uTnHXrafbGLUAqCtLQkboBioJEMuy8Y7l5xH1c1P1qbmloY25OeHwehBBEQlGKVm/H1E0Wf7SMdx/9ON6mHdRMHzuCeZPPpXOdhmjQoAMQThURM7EUkJlOOnTIYfC9z3Py9BdYWlkcX6P/AVVVcDccqoq2lKO3bU0wEOGB8Y8RDcdHozEBpOem8UbRE9z29tX7bjktiXA6QShIy0IaBof2bcc7D8/hvE5TmVA4lcaSH/pfcXtdqKpCNBJj45ItWBYUb9jDw5Ofj7dpBzVjLjuJVzZO54hRfe29EYFlGFi1fqxwGBmNIg2DY848hot6X8/FfW/ktTtnxdvsXyGEwOOztef2bC2jatseorX1vDvtI37+Zl2crTu4efK9qUx/ewpej4Nf7g1kNAr1fmQojIxESG2ZQbA+zNntLmN856uo2FUdX6P/Aaeq4lRVdNNgxZ4qtpf7aJm8ieeKHom3aQc1XY/oxOtbn+SCB87ZNyQ1aiBjOtI0kaaJFYsxePxA7jn3aSYdeQd/PfFvcbb6n9k/rt/yUzGmYbFs3ipm3Pd+vE07qLnu5Ut5ecN02nbNZ2/wJcS+ThlAcWh0OaIT47v9lQv63MiSuSviY+xvoCgKbq+dzC5auY1QVR3Bynoeufg5Qs0oaX2wkZyexGsbp3PX+9fahRyARGL5g8hwBCktpLTo3Lstn760gHM7Xc747n/FNJtPgQfYyb9f4vr1izdhhKOUrNnO/RMej7dpBySapvLBfRdw8RU9wWU/k0RuFNk5hHQZ4DAwtsLwJ17llBua/mylqgout4PKPfVU1IYw6gO8fPf7TaPD/7/oAR/og+GklO9LKVtLKV1Sylwp5dD9/t89UsoOUsrOUspP42FfY1L0cwnXnfwQ7z71OVJKnr76Fd558AMmPXD2vunBUoK0kJqK0Bx8M/sHitdsB6C+OhBnD/41T1z+EqNSz8Ob7MHldQKwY+MBq+TRLJFSMvvJz/nrmU9RvLGU8p013DLuGVI6taZzvwIsRUFoiv2AERKhCKyoxRfLNmKFQZZrWFbzStL9wqkFl/PQ+c/SsaUP/EEwzcT6amLqqvzccebj/P2KVzENk09fXsiDk57j/HvOtKcFGzr2TVbDM0wI1ixax4r5qwHiMtDy97Dks58YlXYeW37eQXbbbISiULqtMt5mHXT8MGc5Vw68je8+XIoeM7n3wudY92MRY684yZYWicX2DvCS0SgiJZnvPluNv9Zuga2vDsbbhX/JpYffwAXdriG/cyu7skZAybqd8TbroMLQTZ687k1uOfVhasrqWPPdBm446R4OP7I9ydlp4HQgdcNO0oVCCEUh4PXx3ZwVICVmrPl0yeyPPxbiqC9u552yLzmylYc0d4RkdymG1TztPVDZvnE3fx12DzMe+ACAF295mzfv/YCL7j/L1pa2TLBMaEgCA3z/wVK2rNkJQhDwx2ew0n/ipdveZlTGBaguNx6fXRVcsn5XnK06+Hj/xa+59rzn2bxuN9Vl9dx4+uM4M1LoPbi7Hc47HKCqiAb9VhnT+ea9HzEtCaqGHjPi68BvcFreZO4550kK+7YHIVCEoHj19nibdVARqA9x94SnmTblJWJRnS9nL+G+Ka8w/va/2MMGFdXWym+I64WmsXHJZpbOWwmWJOZvnnHXz4vWMdJ7NqsXrSenbRYAe4rL42zVgcWmqlLGv/QWb/+4infWr+WJr9bT1dEKwgLNY6EqEsVtodWpLN2+G0uDOnd86joXfLiMcwunomzbhYjGEAJ2btnTNB/ejJPAzU0O4oDD0A1UTaWmrJ4X7nyXhbN/wJSw+ofNdD+iI9/MXgzAxqVbUJ0aUgh7U9c0MC18PheXPnY+etRgydwVnHPr2Pg69Bt89soCJFBf5eeppffx5RuLGHvliHibdUAjpcQ0TDSHxnfzfuajFxfw849bQXPw7gsLCQWjVO6spXJ3HWMnH8f6VTuJ+TS0qIWe4kSNWfTr3ZGLRx1Jeq6P7AwP/XPax9utf6K+Okg4FAMhMKvrmfrkhRgx4085/fzPhGmaCCEwDYvnb5rBD3NXUFHqRygKwyYcw0t3zAIJH784n/TcVKpLa6BB01xaElWFK56ZRPeju/DxM58z8uIhzaJd/x+Zef8Hdm7RtLjz3Wv4etZiBp6akBtpbAzdQHNoFK3cxmt3vcMPc1cgdZPykkrOf1iyeZM9AdntcmAPSd3vggFo3akl468dTp8B7dlTXM6Z1zdPrcpNK+zuitLicu755EZWf7uBIRMGxdmqAxspJZZpoWoq7zz6MQvfX8qmZVtBwjfv/cjs6XOpr/Tz1czvOWL04Sz5Yk3DQCXAMACL4acexrmXDyG7ZRq9ju1KdquMeLv1TywqX4+UtsTAsXntaZHUjlxXKzQl/pJhBzK/xPV1VQGev202i95fQrQmwKoF6+h/Um/mv74QgNXfrMPh0Ij+MqxL2Lqa3hQPUx+biHBo/PDxCs64dmScPfrXzHn2SwCC9SGeW34/n738NWMuGxZnqw58ftkbf5y3incf/4xVmyrB6+Gt5xeQZBqU766jfFctp19yHD/NX4MVjaK4XFixGFJKeh/bjbNvHE1Omyy8yW6OHtP84plwIEyg3q76DUUlVz9/Mf7qAF2OaB7a/gcqpmk1qGlJXrh1FovnraJ0WxVCCIaeczTP3zoLy7T46KUF5LTOZM/2SvZmpQwToQimTD+fw0ccxpxnPufE845FVeMvZfOPzHpoDgCWaXHDG1ew+KOlDBjVL85W/fkxpYGQCs9sXMTLP3xHcIub1dsqiKVB1DTZUVWHsBTELgd4LKhRyEh2M/3MUXy+ZhN/6dsjLna//fDHSEtihiNcOm08lmnRsUebRv9cQfOWg0gkgRuRl26ZwYx73yOzVQa66iYUjNotFjGdI0f2Ib9TS1xJTqLBGKlZybRuk077ngUsfH8pCMF1z1/EgBF99raU9jy2W5w9+m2OHNWHr2d8T277HDr2akfHXu3ibdIBjZSS01tfTG15PW275bO73sCywAqGcfgEJ449jPJdNXy7cB1OrwvDsGjfNY+kFsmsWLuDLq2ymHLlUHoeas9hvOD45hck/oLH50KNRdAjOqdcciZDEwmURuenr9Zw/Yl34XA58LXMpq681h4SoSi06pBDh+755HfOY2dRBbltszEN6HJ0N5Z8sBjLsphw5ziGnDOI7NZ24mTyw+fG2aPfZviFx7P2+01oTo2CrvlMujfx7GpsbjjpHlZ8uZo2XVtTvqOaSCCCoipYqmTExUPo3LMNOBXwehApXgoO70TbgnQWvrUIp8fFbe/9lT7HdUVVVVqccVS83fm3tCpsya7NpRwxsg/9hvWm37De8TbpgMZfE+D0VhdjxEzyurRi19rtKKoCPh9JXicDRvZm25Y9zH3ha9JyUnD4vHQb0Im6mgA71+1k0LgjOP3SIbRv2BvPv/v0OHv02/TOaMcJuZsQSIa3uoQsd+Mfag52Zj74IS/e8AZpuakYQiWiSztFoqr0G9Kd1p1a4k3zEfaHSc9JpVX7LAoObcOi95cipeTq5yZx5Ml9SUqx4/pDm3HSa+C4I5j7zBdktcqgoFs+k6dNiLdJBzznHH4blVtKyS/MYffmPZiGhXQ50FwORozrS6TKz+cvfIGmqUQDYQo6tyCrIJfl89fQ9tA2XDbtbHoO7ArA2MuG/odPix9OjxN3dhrRiMEpU4dx0vnHxtukA551izdzzZhH0DQVn1uhtjKAlBKpqOTmZ9CpTwEFXVqy5fsNZHVtgdPppKBTLquWbiNWH+DM60dx4llH06JtNgCTHmi+g9ZOOv84lny8DFVTKezdju5HHRJvk/70vLl1NiXhl6mJZvNxSXtIEjjSogw79BA2+gOsKi0n0+ulRTSZipoA0T06px3Znb+eOAivw0Hvgry42T7inKN47IcNOD1OTj5/EIrShBcXzTgJLJqbRuP/Qt++feWyZcvibcY/cVn/G9i4tAihCJSUFDRNwaVI6strQQhunnkl95z+KGAPk9AjOoqm4nDaufmYbpHfKY8XV0+Lpxu/m/pqP760pCb9xyWEWC6lbNRR681xfcUiMUYmj2ev0K/TSXJOOqFqP0YwRFJ6EidMPIE5CzcDIAyJlJLUrGTq6kMoHgcGkiuvG87I4b3i58jvxDRNQvVhktN9TfaZB+vaAnj1rnd44463ARBJXoRpkZrlo7asHqGpjLpkCHNf+QbDlA03nRZmTCc11Y2/OogpLZwuJx/VvvynGIIV8ofRnBpOV9NV0B3M62tM5kRCdSGEpoKq4XSpCCAS1hFCcNPrl3LPPXNBUfBGI0RqQriERbSsAqfPS0x1csyYvtz8/EXxduU/IqWkvspPSmZyk1XCN8Xagua5vjYuK+Ky/jcBoHpcSAmpXdpSW16HLC2noEcBIi2Fku/XA6BkpSN1g+z8TCorAxCNIUyLx764gY492sbTld+FYcWwpIFTbaJJ1xzcz65rBt/Fz1+tRgiBVBScSR6SUjzU1YRASv76/CQenPgUAKpDRQ9FUTQFt8+DZUmigTC57XJ4fdNjcfbk9+GvCeBN8TZptd/Bur4sSzK81aUQ1bGkhRLT8aZ4iZgWZlISLqfKmNMPZ+b9tuyIooBpWKS1ycZfG8GhCfSowaS/jePUqSfF2Zv/jGVZBOvDJKc13RDxg3VtAcx69BNevt+e1SMjUYSmkprmoWpnJQIYcu4gFr2/lHBVHQiB6nYjLUlmYWvqqgNY0RiqpvBe8XScbmd8nfkdhANhVE1tUlsP5PV144o7SXL9SFkwmS+2dEPUeXCm1SPckkhFOrGARAhQQgKnomIaFkoQCvMy+fDy+F8gButDON3OvTm2P5Lf+rsnZefLLqOv+q9/3/IXr2mSGL751fAfQNz5/l/pdVx3fFlpoCjE6oPUV9Q3tIUJXrxpBr0H90Bzahx/9jGgKHaQGNYxpT1YZs+2P4+GTUpGctPerhzEON1Obnrzclr060xSx3wwDIK1QVv31+0iHIqRlZ1EUiRCiirIaZEMTpXa+hCWBMOSYMGalTvi7crvQlXVJk0AH+ycef1ohkw8gbS2LdAAaZjU7qmzB75JyUfPfMHYS4egKtD32EMwAkFkJEJtWS2maYJhEguGqS6tjbcrvwtvsqdJE8AHOw99cSsderbFm+RCCEEsFCMaiiEUBakofPvRclpqJs5gkO7dW2BlphLOSMd0edBRQEo2Ltsabzd+F0IIUrNSmqUUyoFI574dOO+u08lomYo7yYXweanXQaSnong8bN+wm+FnHokzK5XW3QvQohFkIEj5+u2Ye8qRhoUUgk0r/xzalJribNIE8MHOrTOuoO+wPvhy01BUFSNqUFfh36ub+fzNMzl85GGoTo3jzzoaoQikJQkHouimhTRNyovL4u3G7yY53dcs270PRBRFcOvrU8jrnGcnRlWFYG0Q0x+Gqlpi5bU4k9z4spJJyvCRd0hrhNNJfVkdZjBka/8qCmsWb4m3K78LRVGaNAF8sHPqZUMZclo/UpJdOH0epCWpKatD0TSE08n8mYv5y7WjcPi89DmpD1KAVARVRbswauuQioKJoGxH8xqS+lt4fJ4/RbL6z8JVXa6kbNexfL26NxG/i2hU4C9PpS7ooWNOGppHkJGmYbkkYc1Az44iDMmu3c3jHJiU4m2UBPC/JTEY7uAlMy8DX1YKwbowbtc+0X6ktBO8W8vo0LMtr2x8jI1Liva9UVqYUnD8mUdx68wr42N8gmbPESf3o1xXiLjdqA4NaRpgGhCLIRC8fvvbPPTaxdz++HgqdtkP4V/0aToWZDN46KFcfMnx8XUiQbPE6XLQuX8hQX8UHFrDwhH2cBspwZKs+motb65/mNz8TNh/oKBlMWTCICY9NIHs1plx8yFB86WwT3sCtUGCtUGcHieoqv3yelAUwcIZ33LuVSfx3Jc3sfzDpbZeKyAUgVNIBp3SjxxXGwgAACAASURBVNtfuyTOXiRorhw2pDt1FfWEavwQMyAUgdp6ME2Ex82br3zHy0v/xripQ4jtN7BSCIW+AzsxcuJABp9+RBw9SNBcSctOJT0vg2B9FHeKB5D2/uh2gaJQU1ZHdqsMXln7MCVrfn3JLg2LwRMGcfOMRFyf4F/Tf1AX9pRUEomaaE4HqIpd8qsoCFVh5jNfce8nN3Lfx9eza1Mpv9wtKppKq4IsjjutP5dOGx9fJxI0SzSHRtf+HfFXBzBiuh1zNRRuCQBD55sZC3mr6HEKexZAQ6cfgNQNjjvlMM69/mRad8yNkwcJ4kmOJ5WVG9KIVKkIRSKRCF8UIWHLjlreGPEXYql19g8LkCh0PySH6RNHxdfwOCPkf/9qKhKawI1EOBDGneRm8oPnkJabyifPz0fqOp5kN+17tiWrZTrfvreEr95axDuPfIzi0ACBJ9WNN8lNux5tmXDbWFq2SzxsE/way7KIRXTcXhe3PfQXnr35bfZYEqRFfoccDjmiIwtnfIuhS24652nqAzpSU0FARl46qkuj37GdmHjuQBQlUZ2W4NdEwzE0p8bQs48m5A/z8s0zQNNQXU7aH9qRngM68cGT89i2dgdntJkMKAiHA6FCelYyWflZDJ90Ioce2SneriRoZkgpiQQjeHwebnn7al6+ZQY/LS4Gt5ucFinkd2xB9c4Ktq3ZwfN3zKay5hWEaSE3bCa9dTZalo8exxzC1Glnk5SaqH5M8GsM3cCyJJ37deTSv0/kuVtnoaNCVQ0FnVty2OQTmPPeT4TCMSb2uwU9HEN43EjTJDPLh9upcvSIngybmLgcTfDPRIJRXF4n5981juSMJN6fPhc0DbfPQ/uebckryGLBrMV899EyPnn2C4RDA6HgTvGSlOIhv3MLzr7pVFp3ip82YoLmyf5x/R2vTua5299h54bdoGm0bpfFIf3a88O3W9GjBnee9xw1u6uQioqQFhmtMtBUwRGj+3H+bWMTldsJ/olf4vrjxh1BbUU9r9w+G+lyIpwOOvTsQK8jC3l/2gfs3lLGGe0uQ5oWUlEQmkpmbiqpmUkMPX0AvY5rvrOJEjQeumUA8MTYkUyZ/xoVlQLpNemUk8G2LVEM0+KM92cinC7UjDDOaBK5mV6uOfYY+mU3f1mtRqUZq+4mdopGYN4rXzMqZQK3jX6A3LZZjLzweITDAZpGuD7E2kXrWfblz5imZbdLS4kV03GlJjH50QtoWZDNsrkreOmmt+LtSoJmyGWD7uLUNlNZ+uVqjjy2C2mKiRWJYIXDlKwpYd4L8xEeD1aLFtTXRezK80iU3Nw07nr4DHaHI7z1zo+s27Ar3q4kaGYUrd7B2PZXcF6fG3F6HJx5zUikriNjMXC5KNpUwXtPzsOMxQjV+pHSvkTQnBpDzz2eEZcMY8va3Txw0XNx9iRBc+SJqS8yKmUCr9wxi859O9DzhB5gmhCNUl5SwfL5qynfVY0lJZVb90BlHTJmkJSezK2vX0YsFGXBrB+Y9+rCeLuSoJkRrA9xZttLOa3FJMq2V3LyJUPRFDCrqzFr69i6ZAOz730XWV2L6Y+gx0ywJMLhoPPxvZj6yDmUbt7FIxc+TbA+FG93EjQzFr67hDF5k7nx5AfJysvglCkn2hIQlkUsZrL+xyK++3gFZjRG9fYKpKoiLYkjycXEO8fRtlMuP81byTPXvhZvVxI0Q648+lZGp4zn2/eXcPiQ7uTkpQO2duuOtTv44o3vsAJBDN2kprwWVBUlyUN6po+7Z19FZXmQD56Zz6pFG+LsSYLmxvb1uzg1+3zOancpqkPhjGtG2qW/kShYki0rtvHOk59jKRrRqIkVM5CmhepQOXbcAMZcfALFK0u4d8IT8XYlQRyojQUYs+g2Ri+6jYLsFDoW+mnfcxdqToQivQwy6ohqJpYTTBS0gJdRvTpQqpVzw/L3421+gn9DohL4D6S2sp6/jX+K2l0VACz+ZAXXD7+Pq5++CK/XSdgyMWOAEITqo3Z79X6D+Y47pS/HnNwHGY1QU1bHsPMT1SgJ9vHth8t484EP2b65DNMwuW/CkwyfeCxjrxzOhsWb7CmvDW354bogamo6VixKrCAdmeTinmcnoukGAw5vTzAUo327nDh7lKC5YJoWD573FDu2lmHEDCp2VjPl8BuZ8uh5HDKgM5uWbkFIC2lJpKphoe99r7QkuW2yuOzRCaxatIH8wpYMnXBMHL1J0NwoXruDhye/SMW2UgBmPjSH0pIqzr11LK9Pm4s0TKxoDBSFQK09YEkoKrJBBuKSaeNpVdiSky44nh8//Yl+w3rG050EzYy3p3/GNx8so74mABKuO+85zrh8GCMnD2XWtDkIaWJGdQQCwx+GFAfS5ULW+XFKk3teOI/Skio69mlPXodcvMmeeLuUoJngrwlw1+l/p646BJZk5YJ1XHPCXVz97CRSctII1AYbJJIswtX+vVU/QhGgahw1pi8njh+IN9nNnuJyRk4aEl+HEjQrlny6kpdvm8X2tduwLMm0i19gzY/FnHLZUFYu2QpCYPkD4HIQCcbAqyARCMtEKAr3fnYTXq+To0/uQ1VZLZ16F8TbpQTNBCklj0x+gaKft6HHTGr21DJ18P1MunMs3Y8+hNXfbkBgx/AyGkWqij27QFNBSrJyU7nmqfNZs3gzbbrkcey4I+PtUoImZmVNCX9b8y4hI4oEzvjgTY5ucwxbAgtwqiaaYuLLjRCq8yAsCxFwcFLPzpyQV8jKwHbGFfSJtwtxpynlHf5bEkngP5DV325i/Y9b0GMG7lQv0WCMn+av5qGLnsHrcxKqD6E4NKyGRJ1o0Hg6YkQfFs9ZxvYNu5hw6HVEglHG3zCSw4YkDroJ9vHu459RvGYnua3TKC0uJyQl7/x9Lr2O6YxQBL60ZOor6+0Dia5j7dxFr8E9WKZpCEXw4YzvmPvgx3i9Dh7/6ha8noRgfgKbqt01LJz9A1IIMlpnUr2jgq2r/Px98nM4PS4sFNx6jLAlUNwuFFXBqvcz7Lxj+fKNRVTtruaKwfewbf0uDhvYmbGXDY23SwmaEQvfW8qWVSV4k92o6SlYoSjfvLeEuop63B4HpnQSDodtzVahIJ0q2R3y8MoY2zfsYtXXa3hs6itIKbl91lXkJ9qpE+zH7Ce/IOSP0Kpza3aV1lKxvZJnH/yYTkkgHA7SWregtjq099JdVlZy/Cl9WTCrCium89Qt77Bg7s+0yPFx+VOTEkP8Euxl3Q+bWfPdRsyYQVKal3AwxurvN/HwpOdISk/CXx9G6DGsmGGvG1VBTfUxcFRfvp2zgt3FlZzb/w5CgQjjpgzmiJGHxdulBM2I9x//jOI1O8hunUX5zmoiDjcfvriA7Wu3ozo0klpl4q9PgmgMISXSH6TbkZ3Yur4U0zD57JWFfPDIh3h8Hh5ffB++hExSggbqqwJ88ea3CEWQ3b0DVTsqKV6zg+lXv0GSAyzDJMllEQyEQFERlgRFMGzisXz5xrdU76njuvOeY+PqXfTs2pozrj+4tV0PRt7bvpTiQBVJqoc9u7wYsVrSXNXIKCiaxOUyMFWVlvkVZPrz2Rg0WVZcyscrNtGlQOXsE/rF24X404yTwAk5iD8If02A+a99jdejgh7DMCTSMJC6zs8L1lG5o4rc1ul2paa0b+hsrX+FpZ+vYvxt4xh87vGEAxEsy+Ldv8+Nt0sJmhE/rCuhZlABRrKD0k27UZxOhMOBM9XHigXryOvQknAwum/4oKqS0aEV69aW0cGQ3Hj5Saz9YCnSsgjUhfh65nfxdShBs8GyLGZP+5Cc/Ews06SqpAxpShAKOzaWUvxzCT2P7kSoNoAMBMGykJEIHp+bz19dwEkTj+PG1y9j27qdWJbkx89WUltRH2+3EjQTdm6tYMP6MlypXvy1AWROBhgGZjjCTz9uJVQXxIrEEE4XIJCKQlKyh5pte9izs5bLHjsfly8JQzcxdJNZ0z6Kt0sJmhFznp5HZrKGparsrgwhIrotI1Kyh5+/20T3YzpTXx/dl9h1qKTmpbFw9mL6nHAot759FUu/Woe0JHtKKln9baKdOoFNKBjly/kbSOvcBuFyEI1ZoGkoTifrlhVRvqOaNl3ykQ4nQtPsuF5TUQyT7z5YyhnXjGDkJYMJ+sNIKfnopYSMTYJ9rPpmPZFIDKFA+Y4qlLRUhNeDIyOVZV+tJc0pCe2qhJo6e9CSYZDaOoNNO/xktG/BVX8fz4bv1yMtScgf5ssZ38bbpQTNBCklbz/wPi3y0zANg+qtpWCYYFns2bKbojU76H1sF0KByN73WIaBLy+L+e8t58QJg7ht5hVsXrUdpGTVoo2U76iOo0cJmppKf5CdyyTGLjelNS4MJ+AzCKi7SfUIamp9VFUlY1qCQFEWxVtNhncsxDANpJTsDtSyLbgt3m7El/9hKFxTVg4nksB/EEs+WcHij5dRu7saGdMxQvaDtUW7HKSpY+k60XDM/mEhwLKwdBNTN9A0laETj6N0WwWoCkkpHq5+5qI4epOgufHYe4v4eVcFwc6ZSCGQCBCQ1y4HNTmZsqoQIEAIhNOJmpJMXVUQ07DIy0ph8KAu7N64G2I6nbrlJaRGEuxld1EZHz01jz3Fe+wLKrsDH2+KB0VVkFKybe2+KedmXT0yEiXsj2CZFkec3AfTMCEagXCY824fS3pOapy8SdDcmPvWD6xaXISuOkE3sIp3gSJo368Q2b4VVsd8HC778kpaFkiLYI0fUzdJTk9i+EWD2b7Rfk92mywmPXB2nD1K0Jx49rrXKV5VjDR0u+LC4UDVVHxpSaipqWzeVG63uyoKeNzEOudRHTMxTZPOfTvQsXcBoYo6RDjMkSd0oXdi8E2CBlZ8v4Xvv15PjSFAUTFj9uE2q1U6NEjYBGqDCABFIBwaUoKpmygCBp8xgIrSenC7cKf5uHLaWfF2KUEz4pW73mX9j0V2g4IlsYIhsCxaFWSiJvuorosiFDuhJ2vqkOEItaV1mKZFTpssjh97OLuKylFdTgoPL2TkRSfE26UEzYTKXdW88+jHlG62k79Sc4Cq4vG50LwehNdL0dqGuTBCIC0LIQSh2hCWKTl8eC9Up4aoqoWKGk6ffDy5bTLj61SCJmXe6s0s3bwLoygJQ1eQEpxCZW1JPlt2N5zxFElVZTIRXcG0JIM7tKfCDCO9cGyX1nTwtY+vE80B+T+8moiEHMQfRP8RfTjqlP5kt87khznLKd26BxSF2go/9i5uUVNeD0KxNXhUFWkaZLXK4Pmfp+FLTeLM60aSk5/J4UN7kJfQa02wH5efegxvzl9B24wclm71U18bwuNS2La6pGEAiYlpWCgNiWAZ0xGKwl8uHcyEG0cDcP/H11Oyfhcnjj8GVVPj7FGC5kJeh1xGXzaMQE2QncWVbF5ahGmaqJq6V7K8rtIPTgdCUUBKpGmiOhReXPMIrTq2xDBMpk6fSNsurel2VOf4OpSgWTHi7AHs3FpOm7bpfPHC59TuqUVKSclPWyE9FTIbdDUjUXtv1O226kOPKuS+j29A1VSufe4ilny6kuPPOIqUDF+8XUrQjLh42gSWzVsJvmTWLN1KCEjJTqGuyo8EIlETVAU0DYRAqQtjtcnl1qcvZODgQxFCcOvrUzCiBseMTrTqJ9hHnyM7cvTgbqSne1n6yU/sWrEFLAt/RT0SgZQWVcV7QNPsRLCqgoDU3FRe/Ol+ktN9nHrBQFLSvRx2TGdat0/E9Qn2cd5tY5n16Cfk5mew6N0l1FX6cflr2fZ9JZbDiUQidQNiDQVEPh8EAowadSiT/nY6APfOuZ4tP23jxHMH4XAmjvQJbLJaZTDumlFUlVazZ0cNRdtqMAyJM91HpDqANKP4a0J2jC+xO2UUBQydp7+/g7aHtMKyLC5/ZDwt22bRIxHXH3QM7V7Iki3bCXjDfBMqwTAlMVPFUiXSFCRnBVFdFtE6J5Fckxt6HcPInl3IzUpma00Np3XthioO7lpTQfPWBD64/zp/IHOe+ZyfF64j5I8w7pqT7UpNBNGIvrc6E9mQ/NU0QCI8HqTXy+ZV2wkHIkw+8g7efOhjvD53vN1J0IwIB8K8fu5ThJ/9hna56WS1ygQJwZCBVFWsUBDTHwDDQKoKODSElFg+N2u2VhGN6Hz7/hKuPPpmVn+zJpEATvArVny5moWzfyQYiDHmkiF2xRzgrw7YCV+JraVpGHa1gJQoDgdOl4Mln6wA4JaR9/P41Jfi6EWC5srrt8+k6OufMANBBv3laLsiRXNgWiD3VCLXbkEaBsLtQrhcdjLF7aRWVyjfVcvOzaVM6n4Nc578DF9aQu8wwT5Ki8t55/F51NdHOXJYd35RfKitCtizFywLQhH7FY2CruOsj+Jev4Mls35ASsnrLyzk9js/ojJixNeZBM2Oz57/ghWvfU6gaBenXTgIqSr2xUI4ZlfrCAXhctpD4ATg0hCaitAcrFu6lVgkxuTe1/HKNS/jdiUSdAn2EYvEePGG19m9YQc5bXNodUhrUBTCId1+dkWjyEjUvrxyuyElBcXnQfF52bR6J6FAlGXz13Dl8AdZuXhLIgGc4Fes/n4zX3+6hrAOoy4ZghXTQdepK69FmqZ9uaAo9sWVqoCmovg8aA6VHz5aBsDdE57hsavf3DvHKMHBRYYyk2kn3svoXpUoYQ3CAhkCV2oET8sgesBBpMJJpN6FEtRYV1rBkrISzlz4Bp+Wr0NVEilGwD4//7evJiLxF/qDmP/GN9SW1/Hpi/N55rrX7G8qip0AFsKucGpIpCimwY2vT8XldlBTWsPsx+YRCkSoqw4QCUapqwrE1ZcEzYs9xeVsXVXC9nU7ef7mtynZsAuJtJMmHjeYdv++cDpASgq75TFwTB/+j733DpOiSvv371NVnaYnwsAMOUcBQQkCEpcgimKOiAEjrMq6KiqmBUVFMCuwJsQsKqggoIiSRHLOYYAhTY4dK5zfH9Uz6Pvbfd8Vp2D4bt/X1dfV3dN0PcWcOeEJn8fKKWD7+iy2bTzEwe3ZKKrCvg0HTu/NxKl2LJ+zhqLcElZ+s5bnb52KlFalbrlEVjpWMC2IRHnovbtJTksgHIjwwfhZAGRtPYRQBEf2HT99NxKn2iGlZMmsX8k7XMAXL87l+4+W2fsbVT3xkNKOlOsGviQ3tz9/HSIa5cjuo/z0zTrysvOxLItj+3MwdPN031KcasSOVXvJzS5g+697ePHudygvDtjZc4rd4VxUBLBME4Jhhl7TlcbNayNdHhZ/uoKCY8Xs2X0cVVXYtyfndN9OnGrGoo+WUZxbysIZP/PmAx/YUm6xfT2KYmfPCWFnArtcPPrOXXhSkygpDvLZS/MJB6MUHCsmGtYpyik53bcTpxqRd7iAXWv3cXjXUd57chb7Nh+0e3rYzWKIbcIgFIZIlMatMhk0sDVmSTm712exafkusvfYc9f+rYdP9+3EqWas+mELRbmlrPphG8+NeBMzqiNNWxMYw6zUyBeainC5uH/qbaQmeYgEwnw44UsAsrYfQVEEh/fG18b/SkLfoMhCjhV+j1TCqBEFRRcQVFEVC5JMlFSTc5vUhpQoc/fuYlthLopQ2FWSd7qtrzZUZ03geOjwTzLxhpf5de467nvzdj56djbZ2w8TiQmtS0VF1RTcboV2PduwZuEmEALLtHjhjrewECQm+7j1icupmZnKlHkPoUd1GrWOdz6PA7nZ+Yzu8jAZjdK5+5VbmPrAB1hSooejYEnUBAupG7Tu1oy8QwUU5gdACHat3ceurdkIAR3b1uHsLk3o2KUxDVrV46yerU/3bcWpJsyZtoh3n5zFjeMupcuQTqyZvwHUiiXBQHOpWIZBt4vOZeW3ayujk8/f/Easi7DC/W/dBcDLS8eTtTWb84aec5ruJk51wjRMRnd9mKKcYh6acTdv3D+TkmNFBPIqHCEuFLdGzboZpNVKZM+GgwCEAjrvPD4LK6rToHYiQ67rTs2MFP4xZyw166bh9rhO303FqTZsXbmHx656mZ5Dz+GqMUP4ZMo8O6MhEAKXhpbswgxH6NSnNVuXbSNi2oma3761GCXRB243w+4ZQnrdNB587BLWr95P1x4tTvNdxakuTLl9Kj9/uoJ737ydL16dz/4t2UQjFZniElVV0bwKHc5vzZpFWxFSghA8f+fbSKGQkJrAHROuIrlGIq8sm0CgNEiLc5qc1nuKUz0oPF7EqHPHklI7mfveuI3XH/oE04KoIRGKYgfdFYVmHZtRkldC7l47sH5gYxb7V+1ECEHbcxrTuf9ZuNwqterXoFWnxqf1nuJUH+Z/sIw3H/6E6x8YSvfB7Vn++QqkaWKVlCP8PlwJXsyITpeB7Vg1d10sEA8v3f0WxPb1Y6baPYme//p+9m4+xHkXnH2a7yrOqSQ3tJUFh/9GI39HVmbX5JvimtRoUEqo0EukMIG6tXUsd4jjgSQUIVmfcxRFKFzaoTU3tTqX+okptEmLSx8Bp1zj948SdwL/SVbN20A4EOHbad+Tvf1/RmMlpm4QikrWLNiA3d5VgqpgRaKo6TW46oGLaN6hIQCtzo1vEuOcYM+6/ZQWlFFaUEZ2QIG6deF4jr1QCzDKgqj1M9mVVYLMKbb/kabaGcFJiWgNMnhs+kjcsTKx3ld2P413E6e6seSLVegRneWz17BjxU7bSxJDSomhGwihVJaGIYRdNiZBIjh3YHt6XX4eAHWaZlCnacZpuIs41ZHykgD7Nx9EURRmPPEZJceKfvdzqeuYuk7uwSj5hwvsNxO8iNQU0HWUo8cYPXk46ZmpAHQeFD+ExDnB2h82EwlGWbdoC4UHj4NpIf0JdnaTJdFLAwjLYt33m07oafr9CCGwistIq5XEXc9cgxCCpGQffQbEm8HFOcHKb9YSCUVZ8N5P7F+fBb+V0JJgSjCjlu0AFjEpCCGwdBNcMGxkX1p3thvixJ2/cX5L1pZsinJLKMwpZvqDH6KXBhE+H8Llsvt5AMLrZc/GA3aw3e3CikYhYCd5qB43j753F94ENwDnxwPvcX7D0jlrMaIGv3y7jj1r96O43VhmLDHNtNAjOoqm8es3a+0tv2UHt6SUSD1K+15tGDC8FwAZDWqS0SDeDO6/jUOBdRgyzLfHj7IxWBtNtbAMlYSaYYyoRiQcoXntIuomlbByb2OQCkqhh3FX9kNVFAY1aHm6b6FaIazTbcG/Jy4H8SfIO1xAOBixo7fKbzwoQoGEBERFs4jf6nxoKiLWiROgTedT0zmxLLKTPYXPEzHiZR1nCrvX78MyLVJqJWOYdihJmhYyErHLWzXFlhgJhUGpKE/EjjpFoqRnpOBN8JwSW7+d/j1zXv/OtifOGUHWhn2YkShp6bFGWxJkJIoViQICUSHo/xtdp4r5TErJ2X3anhI7i/NK+ecjn7B73f5Tcr04f55dq/ehCIFpmhjRWAadELZ8zW8QyUmQ4LN1D2PSEDIYwu1zU79lnVNi6+oFG5jxxKeEAuFTcr04f55ty7ZhBgLUzkw8seYIwGUHPIVpntBVE8LWya8o31cUmp/dsLIc1kkM3eCD8bNYPnuV49eKUzWUFpRRVhpBcblQY+MJS4JhYukGViRqJ/ZYlu04kRKUmK6moiAUhbZdm50SWw9sz2b6g++TeyheenumsHv9fiwLElL8RMOxAJVlgWFg6QZSN5CAFQwjDbt8X3HbDmKR4COtdgr+lFOjjT//3R/54qW5WFY19mLE+R0Hdh4FoVCrXg37jVjiGQleFJ8XoWl2b4/Y3Caxk4oqpG069G5zSuwsLSzjrbEfsP3X3afkenH+czaVFpMVrsHRsJ3NqwiJKgx7mgqrlKsaIcNFfmkiSDuTvKbPh9/trlI7srYeYvqDM8mrSBQ5U5En8ThFxDOB/wRpGSl0+ksHgqVB7pg0grFDJhIqsaO1IrZoClWtdPii2NphMhxB87j4eOMzpKYnO2JbcSjMy0sW0bNJGkHflxjRn0lSgoT0LDpkTHPkmnGqlh4Xd2Hxh8sZclt/AiGdz1+cC+EIuD32wTYcxco6ZAv6e+z3rFAIpMk5vVsx8at7UFVn4jwr9x7kiyXrubxREyZf+xrlxeVgWbTr2YbmneKZL2cCQ0b2Y+XXa7nmgYvZvX4fedmFlZl0AmyniqaBYYK07EOvYYGAZ+aNo+sFHR2xyzQt3ntyFkiJHo4w542FSAt+/Gg5nx16w5FrxqlaWnZuSqN2DajXPJMBw/vw1FVTkAhkVEeodladkpZifzimgSgNE+vwMVJrp/BB9jt4fM4EsI5k5THzhXn0HHwWMx7+kOxdRwHwJfm45sFhjlwzTtVy4cj+HNl9lKvuH8q8j1ey/setCMN2oAiwD70VzWxU1W6sFAuQXvvQJdz0qHO/5wXvLWbTT1vpNLADr947k2gwjNR15gU/wu2t2kNSnKonMc1Ptws7UXismFsnXs/Dm54nUBzAkhbodkBLGFGkbtnjTAikqqJ4fSiqwnsrn6J2vTRHbAuUBJj2wEyadmjI2oWbWT1/A0jJ3vVZvPDjU45cM07V0vWCjsx/ezH9r+uJOymB9yfOBlOemLsAGYkg3C6sQBBcGkpSIlotH23ObcykOfejuZw5um9ZtoPZr33HwBt7M3nkVErzywBo1bkp7XudmqB/nD/HkBG9+PnLNVxxz2D2r9/P0f25dkKa3w/YAVIzEMRO9MAedx4PQlF48uN7OP+yro7YZVkWH/xjFsHyMJ5EH589NxtLN5j3z0XMKXrfkWvGOTm61ujN/sB+Lq33F17btRRN6Eih4NIsvBlBghEXJWEPhaV+sAQ+l8aS4SPxaH9+Xtq/+SAfTviC5Mw05k3/HgyT/ZsP8fzCx6rgzk4Pp1Lj948SdwL/CTSXxnPzHwXg9fs/IGpIFJ8PK2x3oUZRqFEnlYKjhaiaiqmbJCV7CdRMQwKfTvqauybd6IhtX2xaz8cbdrMkO587+y3FrxhEg3SpMwAAIABJREFUcJHsae/I9eJUPa26NOeD/bbTa4jvBtANhMtld3ZVBMLtwedPJBqOIC07kutJSSBUVM7GxVs4tPMITdo1dMS2+2d+S4kRZdMT3yJKQnaXbFVSt0WmI9eLU/XcOelG7px0Iz99uoK8g/l2JrDXA+EIUoDX6yEaiqKqCoZu4fa60S37mDLjic/oMvhsR7Lpdvy6h1lT5tpZVoZujy0haNi2fpVfK44zpNZKYfqGyQCM7vqwndGEAI/HDobqBmmZKZQETWRhMVJCcpqPknCY4sIyVn67lr5X93TEtjcem8WG5bv5+eOlWKVlle+3iAevzhj6XXs+/a49n+PZBWx+4HOUlGRkIIQMhe2sJlVDVS0s07Kdd6EwwufFMi3mzVjKlaMHkZTmr3K7ouEoU0ZOBeCnWb8iNTfC7SYxyYMrrmd9RqAoCuO//DsA7zz1BeGIieJxY4XCdsm+ZZGWnkLh8SI0t4YZNUn0uwkKgWVJPnn9B+579mpHbFs442cWvLM49qqi7Atadj41mcdx/jzNzm7MzD2vAnBp0zEItwd03c4Alrb8gz/RSzgQxgjYTjuvCuHyADtW7CRr2xFadGzkiG0Trp5CUU4JK2avxoo1nEZAwzbxvdeZwoixlzBi7CX88s1aju09XlmBTDgCmmKvQx4PChZGKIo7wUu0LADAe499Qo9hnVGUqk8e2rshiw+f/gIkCJeGjAXUTlXFV5z/nPapnWif2omnNs2hNOpGmm5qecoxhEow7CPNX0Ztf4Da/gAbjilYCH4t3EWfjHZ/+trPDX+VrK2HwOO2E5CAZuecmop5R6hoTlxNictBVAEHdx5hw+KtaJpql1ILW18nJhOGFnMA16yTRmKiG6uoGCu/kA0/bHLMpv7Nm5DkD3JcSSArWJMSw0f9xNtolDLqd5/75Zc9bN0S7yxbnfn0ha9JTEtAKDEZEdMAwyAlLQGhqciaNVASvLTp1pyopSA8HhAKexwsn++XVgtXbhAzaoC00Fwq7257mYREX+VnSgvLWPDuYorz4l2xqyvhYIRvpv6AL9FrZ2Tqhr1gWZL0+jVxJXiwJCSkJNC2R0ukriNNg/1bDp04JFQxzTs2wuVz2Rmjmi0RcNb5LZn4zYO/+9zONXtZPmdNXIKkGrN64UaKi0Oobi1WsWA7xdxJfvSCYozDRyAaoUGLDIIFpXaDJcNk7ULn1sZ+l3RC6jpWJFL53iMf38c5AzpUvjYNk8WzVnFo9zHH7Ijz55BS8tHE2fhcAhGJQiSCjESwwmEy6qehqQoiMQHF7ebc/mdhlpVhhUKEQlFyDhc6YpPb66Ze7FBrRg2kYZBS08+MXa/+LmCWHSjiq4ObiJjGv/uqOKeZY1k5rPx2LS63EqtgsLN+FbeGlujDnexHSrsisGa9GshIBGmabFmT5ZhNXYd0OqHdHzu9Db17ILc9N/x3n1uzaCubV8TLrKszs6ctwpvgRkFiGYYt8QYkpfiQoTBWVEdxabTu2sJubKlp4NLYtd658dVjWBdQFCzNDlgpmsL0jZNJ+U3FaqAkwIJ3F1N4vOjffU2c04we1Zk99Qe8yT67EkYIpGEgw1FqZSShSQMzEsXr99ChVxuEy43QNLJ3HSEa1h2xqfFZDfD6bTkwadmNNFt2acaLS8b/7nO71+1j6Rcr4/v600x5NMSOwmx8iklNT4AmNQtpmFJEsteiXPdQFvHhFinUTAxSKzHAxqKq8Td0u6QzeD2QmgyaRuuebbh94nWAvedbMmsle9afWdKAQv7xx6kingn8J9m+ag8TR04nZ+8xW9fJNMDthmgUKSV5R4rseL2UdLmwEzUzU/n127V07N+Oi+8a5JhdTdPrcO65gp3lRRRYKQhd4Wj+co7pPbiwXhcAli3fxVPj56BY8NXse0lK8v0f3xrnVBIqD7F01q+888jH9tjSNPsAoKgomkZpfql9KKmhklS/Fu27NyO1dgqB0iDnD+lA/+vPd8y2R24eyro6d2DpOkiJEYkwceQ0nvxkDBn1bS2qyS+/wJ7sXSz/piNPz3nEMVvinByHdh7hncc/Y/ua/fa4qtR9szXCjuzPsw8eCDr0bUerc5sQLAvR/OzGDLqpH+pvm+VUIV6/l8G39GPuOz8jkEhTZ+cvu3nr4Y+4e8oIhBAU55dyb8/HUDWNiXMfplP/Px+BjlN1mKbFhh+38MSlkzAjOrhctq6hZSGSEjGFoDQn197oWxadujejY4/m7Fyzj26Dz+aSUYMds23gNd15ZeQbmLoRkzsx+OdDH1KrYS3a92gFwMyJc/j0hW9IrZvOZ7umOGZLnJOj8HgxC2Yu4fsv1yK8XohE7SBWTLbm6PaDKF4viqLRsH1D2vU5i2ggTFJ6Mv2H96Z5+waO2Xbf1DsYO2gCEgGmSWluCZNueZNHPrwHf3ICUkpGPjKZAhni2KjLGN2ml2O2xDk5dq7Zx/Mjp3O0IpNOVUDXEYoKFuQdLkQoClJCl8EdqNUwnVXfb6VDv3ZceKNz+676LevSolNT+xBsSYSmsfizVTQ7pzlDR/YHYP3ibTx+2QsoXi8fbplEjcwUx+yJ88cJB6OsmLuOqfe8bVf2qYrdR8btRtFUAoEoUoJA4K+VwjmXdSdz5xGK80rpObQjg4c7N77unHwTCz5ZhTQM8PlAwKSR03n8k/uo18xu/Dvh2pdY9/0mOvRpy5TF/3DMljgnx+HdR5n5j1ls/HGznUihKLYGcMXPtx6qzEw8q0dL2vVsTaA0SMNWdRh4Qy/H+si4vW4uu+dCPnn2K5B21fSBfYVMfehD/vrSzaiqQqg8xF+7PYKiKjzldXPe0HMdsSXO/06ZHmTi9rcpVfaQ6FGxJBwoq0HYcmEoYXTdw+HSupyT0hRvWhbtktsyosnAKrn21Q9dymcLdyL2ZEPD+uwvMlk0axUDrz6P+e8u5uU7p6OoCvOCH6GqzpxBq5xqHM+IO4H/BJuW7uDxK19CjxqxDLqYE8WwI2lSSjAMpKLgTkthwczlCGnx6cE3SKvt/MbssY7Dmb3vZo5YNVGFhaSUGfums6nkJa5tOJavvtuOJcDt0/D54lp11Y3nbnyNVfPWVzrnFL/fbgpnWXZk17QQqSmYJWUUHcvh4/U7adaxMdPWT3LctqQ0Px37tmH997GMPQl7ft3NnV3GUa9xTZ77YSwll+6hliGovyN+CKlulBaUMbr745iGaZfnVxx0LQlCBctEmhZYOooiWDVvA6sXbOKpz8fQ/eLOjts3atL1zH1jgZ3FYFkYpmT2K98x/+3F3PjElUhpIQ0TwzSp0zTDcXvi/DG+fn0Bb4390M74ABRNq1wPiUTA5barZRL9KHVrMfvtn3BJk+8CH50S++58+RZeveuflYehgsMFPDTgHyTXSOSlJeOZP20BViCI3+N887A4f5wxvZ8k70ghJCbZjW4SfAhdR9VSMEtK7HnMsrDKAxxYs4cD6/Yx9O7B3DPpOsdt69SvHTUbpJOfXWDr9FuS1Qs3cUPXJ+kyoAOX33Qecuoe0qSkwY3e//sL45xSdq7ZxwODJ9pBolgptRQCDBOpSNuxYhhIIdAwWfjuYhAKH+x5hYxGtRy379GPx3BL2zGV+8BQWYhX73uf9yZ9x9g3b2Hu699hBoKoWPhT4okd1Y1XHvyIZd+sR01JRkZjWZeKgtAUuzGqaSE0Fbw+Qm4fn01dTP0Wmby14AHHbfMleukxuB3Lv12PUBSQsH/bYUZ1H0dGvTRe/Pkp1n+/GSSO9bOJc/KEysPc3flhDN20dYAVu3oBIzaXVWQFqyqKZbL2xy2s/2UvY6eOpN9V3Ry37+YJ1/D55K8xTdsWwzD5bsZSFn++iqvvG0JSihdpSUzLjMtEnEb+sW06O0sPYFgKB4/WAmEhUahRoxyP2yAY8lJcajHr4Dbub3MBt7bsUWXXTkr2UTdSzjHLlsYxTMmkkVOZ9cwsO4huSbyJbkckS5xAENcE/n+ScDDC4d1HiEZ0u0RfEWCJylLq3yLcbgzDQrhduIXkg6dnc3DnEZ74+F5S0pOq3LagEeCX/LkcDOzmh8K2tE7OYXtpBmW6j2ORFJQihbOS17Kk0TESDqgMv6obmkNZfXFOjiP7crAsaTvphLCTM2MyI7beiIVEorhdWPn5MWeGILNpbe7p+ThdBp/NiCeudMS23ev28+XrC8k5XGRnvSsKwrIQHg9h3WT/tsN8NH42uflQY5jGddc7f/CO858jpWT3+iwUVRCNWJVlV0JiH3YB4XJXDLhK2QcpYd+WbD54ejb3T7+d5h0bV7ltetTg+5lLWDV3re3oDVVk+EmQknB5iGVf/Wo7gICO/dqT2dj5g3ec/5yS/FJKCkoxdPNE6TKc0MUKhjCjpQCImmmYqoaomUZNzeTxSyfh9rp49MN7Hck0zzuczyfPzmbfpoMnMt9VFeHxYFoWxTnFLPp4BaUBA6EIRk92RrM/zsmzd0s2Lr8HUzchGkG6tcpqKxQFJSHBdq5ICZW6lhKf38Oo/s9w9T2D6XtZ1QeypJSs/m49899dTLAkaL+pKDFZG43gwWOs+lGhJFXBqpFESloCQzo601wzzskRDUc5uD0bQzdOyPhJiSLBAnvOUFU78KDrGDFdS5dH46t3lrB3y2HGTb+VGrWr3kEWKAvx7T8Xs/WXnSgJPqxgyM7wizmly4/ms3LBJtYu2gpCcOnoC/DEkzuqFceycjACYUzDwoo56ERFmlhsj4Ou23qYHk+sbB4y6qbwtwueo333Ftz65BWO2LZv00FmTfmGAzsO202AsW0TUhI2FbL35vLplLng0lCBO6fc5IgdcU4OKSU7Vu1BdalEwlGkau/fRcX+Gez5S7ETK6zY3IXXx9H9x7nrvMcY89ottO5S9frihm6w6MOlrPx2rZ31Lg1k+ITGetgULPt6DeV5xQC06daC+i3rVrkdcf5vSvUypNSR0sKSKgILKRUMUyUaVgnjwojarkM9qvLdjixW7M3hzcEX41H/nEsxUBbm3adnU1oUxopEEEeP2+e/UIQD27JR3fa5dOhdgxzpR+MIFfN6NSXuBD4JLMti7MDxbF+523aUKIq9XCpqTNcp9gsXAm+il0g4Sr0m9bnqvgto06UZd3Z+BEVT2bJiJ+cP61Ll9j294xGK9QJStDButRZrixphSoGU9h/NOWmd2FGShqvRXkLXa/yl91lVbkOck6fgeBG3dXjQdr55PPbCbRiYJTHHiaJixcaZR5HoNVPp1rsl1z58GT98uIyVczdwcPthR5zAm5du56EB4zFNCyUhAUVRkELY3WVVFaEo3PfaLbx+3/voYRX/ukxShjnTKTvOyTHjqVl8OmVerPGaaS+mQoDHjYjppErTQHFpIARJaYlcOnowg0b0YfR54ygpKGfxJysccQI/d8tUls9ZY8uMmCaotg0VDrt6LeswaEQfXvvr2wAM++uQKrchzslj6CYjz36I0rxSO7McgXC5kZaF1HWEqtrzWo1UEt2CUFExbbqdw5UjehIuDTL5tn8io1GOH8ijXvOqbTJZWlDGza3uIxqKxt4RMYeO7dTBNLn0zgtZu3I/IikJb7Kfdr3aVKkNcf4cG5Zs59GrX7PnrgQfqs8HkSiWy4UsDyI01W7gJQRaggdFEQy4tidX3X8hL46ewf7Nh/jizR8ccQJ//cYC3rzvvRNBtZhzDq+d7ev1+3hw8nU8N+o9XO4Ezhk1CJc73iyuumBZFo9d8jwbFm225wU1tp83Yw0t3S47i07X8aguolIls1FNrhpzEZ0GduC2Xk+jaCobl++i/+VVv6+/74JJHNmXg4xGAYHQXLF10d7Xdx7QDo/U0QP238HAm/pWuQ1xTp6S2PpjGaatj5/gR3jcyGjU1sKH2Dpp4NUEejRC1yGduHr0QFZ8vYavvlnD7vVZjjiBd67ew5hej9uBtYrAlbC1W+1MNou7p9zIOw/NREZ1Mts3pXaD9Cq3I87J88lzs3lv3Cf2C0VBSMPeO5umPXdJaScTKQqKouBP9TH0jgFcdNtfuK/XE+TnlLJg5lJHnMAv3j6NH2YusV8IAQh7bMWCtJkN0hh2xwBeHvU2QtUY6qBUZpx/jyUtHtg0jjIjhEuo5EX9pKQHaOArpqAsibo1CigJ+9mnZ9AxrTHXNT+bh5bPxQy52VNYQLtaf64q897LX+XogXxkVKL4/aAbWIEACMH5l3fnl/mbUVWNXld2r6I7jnNm5FNXM8YOnMD2X/fYLxTF1gYjthVTVTvSJWxnne2rU8jPymHg9T2ZcO0rCARN2tan6+CzHbFPFSoChVQthRb+XJLUEKalYpguDMPNssMqLZLqoQi4pklnGifHnXTVhSN7jzGi6V8xTcsOJRiGnRkQiyYpqkCaBhWBBkPVsBL81GrZAD2qM+/dnxEujZHPXOuIfYqqIBSBy6Ph1oQdTRbgctsSAoplcjwrx27u5XUxdsZoR+yIc3K8/+RnfDzxq8rIZEWzG7A79uJy2ZFXy8KKRLEiEUqOFzJs1CDefvhDSnKLSUr2cvm9zjhfNZeKUAQ1MlNjY95CQaIotqM6FAiTWCMRzaXRsnMzzr+06g/bcU4OPWpwy6AXKC2ysyAFIBRBRYdULcGLNExISUSpUws9FMEqC1C+/QAde7bmtbGfIfwJ9L6uF3WbOSDxIUDVFBRVITUjBRQRO+BKZDiEMKMc2Xucduc1QyiCUZNuiGfSVSPWfr+Jhy94xnaySomIRm2HmGUhhEDxepC6DqaBNHWMQJhoWYiOfduyZv5Gti/bAaEQo5652hH7NLeGUAQJKT5QBNI0kUhUBYRLRfF7CRSWkVoziZRUP/cO7+eIHXFOjicuncSGn7adeKMii1xKe3xpdsY5pokeCGMFQuQfKmDIyP48c9vbCMuifpN0egxxaF/vUhGqQo2MFFt+DjvQIIRECIu8A7k0PqsBQhEMurE3jdvUc8SOOH+c3EP5DG92D1ZFlagV228pCkLTYo1TNaxoFGlZGKEoZlmQRBe4XCqzpy5CKIIbHx3miH2qptqBM7dGQkqCvQcENM2ex1S3yvGiEC07N0Nzazw07VZH7Ihzcnw+5Vvee+LzytcVWsAVe3tpmHZWuaaBqiKFSnnI4sLbBvDB+FnkZ+eR4FW57sGLHbGvYl+fmpESqzC07CxzFYSmEi4N4kvy4fa6aNyuAQNH9HHEjjj/O58eepaoWQaAJRRMqWChcLA8jWYZuXROPcSxshQsVWKpOu8dWIY7JUKnpim0Ta/9p6/v8bntM4MeQYbDWOnJKHVqodWqAR4PmlvjrB4tadW56gMVTlKdG8OdFiewEOIFIcROIcRmIcRsIUTqb372iBBirxBilxDCue4wf4KcQ3mVvyVR4TQRIKVFYooPRYFmZzemdsMadL/YFjYPB8IMq3kr2buOAHD9w8Nwe505YI5r8ywD0u8gtzxAXV8J56ZlY1kaQigEooJs/RCfHljN8kHP8NBZzmwq4pwcpQXlSCRSjyCjEdvXW1H2oAgsU6JqKvVb1qHTX9rhUiRWfgFzJs/hgb+MxzJMUmomMeAGZ5rNtOvZmhm7XqV9zzaES4P2AbxCMkBK9PIgH42fxdDb+vF1wTu06NTEETvinBzH9uegCOwGlqYViyVIpLTwJ7rRatUks2ML0hukc/GowXa5otvDVfVHseTLVUhLMviWvqTXq+GIfQ+9fSdPfXovgeKA/YZlIU2z8m+gKKeMl+56h8+OvcXrq551xIY4J4ehm5SWhBA1ku1AVUxORLpUzIa1AAtVEzRtmEoDv6BBi0yklBzYfIBr2z1AxLBQXSrXPnCxI6VeyTWS+GDfG1w+Zigl+eUAlVmbmqJi6Rar5q2jPDuHb7Ne4oLr4tkG1Ym8wwWoisAqKsYsLrHnhlAYaVpoUkdVBC6fh4ymmQy+pT9CVRBeL8+OnM6bY97F1A1antOENl2aOmLf0DsG8saaSaS1anRCEsy0sMrLkYEQwbxiXr59Oo//8xY+2TSR5BqJjtgR5+TIOZBr9/VQ7AoGiC2Pqkqi3wWhIE1a1yGjeR16X90DFAUDwSW1b2f/xixAcs09g/A6FDh65bsHGTX+cgoP5FTOW4oiUFQNVBdZWw/xybOzmR/5hAfeGeWIDXFOjvLiIJYp7Yo5rw+haVjBkL1/druwXG5ciT4atW9E+37t8Ca4QUp++GAZY4Y8hyXBn+rnwhG9HbGvxTlNeX/Pa3S7rg/hiFUpwWWZgMtFxKXx8aKt9PrbMOYGPqRt91aO2BHn5DiWlYvq0uzKObe7UvsXICHZh9Cj1Ejzkl4nlYtG9kGaBjIS4cbWY1g4cynSkvS7tgcZDZ3J7r5v2h08M28cUetEVZ80TWQkihnVKcw6xgs3vcrMPa8wff3zZ06p//9jFEdzyHSXxHKEBMmuMOGAC9N0saOoPuVWI/wiiWRfiCPGDvaVHUcCI9ueh1IFv7MXPxtF/7+0xCwutZ3Afg9Gs0zMklJWfL6Ch9+5nckLzsAm8/IkHqeI05UJ/APQTkrZAdgNPAIghGgLXAucBVwAvCmEqHZitS8uGU+dJrFMJSOmCabZk1t5oR1FueGxK2ndtQVLv/gVT4K9KdTDOtKSpNT0O5rBlhs5ws/50xAuk5DlYk95Oqa0kOgk+6IoQiIEqCKeCF7daNOtBU/PG/ebSSCmc6hpIAUgSctM5cWlE9ix9gChw7kQtXWpzYiOFQ5zxT2D8KckOGbjRxNns2HJ9srXUlGxTDsXXrjdKC4NI2qgqvHxVd0YM/1Oel1+nr3Ixw6SqrB16MqO2Tq7fYady00TrmPuW4vxpSYihMBCgC8BLTWZ25+7wTH7woEwT1/zEpHyUKXUjvxNkEGaBooqUBQlvlGsZvj8Hl759G5c5eUxbXy7cVG0WyuMJhlEk/1omsrY9+/BKguwf3O2fXABouVRpG7Srlcbmp5V3zEbV8/fwBdTvrF1/IU9n1qGiR6J2pkyikI0osfnrmrI4Jv7cueLN9lBIcueDzAMCAaI5hZhRqO07tKMZxeM48fPVqG4XPZB0zCxTLB0nVFThjs6b0we8wHH9uedCNwKgYmCSE5C8ScgNAVpyTOmqcl/E8//8ASN2zWIjQ8JisCTkojidlNebJekXvX3oXTq146fP12BLyUBCUTLgpjFJfisCP2v6OqYfcf2Hee1u6Zj6ro9vgRYVmxtNC0UjwfgzOmY/l9E0w4NmTh3rJ25HZPZEoqKSEkCn928LzElgRfmPUzW/nwCulU5h0SP5mIWFnLxTb0cDRzNmvwNK97/0a6miPW2sUwLLAslrxi1qBzdMOPjqxpy9+QbGTg8FiCwYpUyqkAIQbAkiLQk51/WjdvHX8ncqd/jcdlZwtKSSAmKx82oV5zL7tYjBhOunkIwr9iWCYs5qS3TAt2W5xKKgiJEfF9/Grmx8XhKTT8SgUuxCAY8lBf7ERFJutuNHjmfNpnbqOUpRwjwuQ0SPQZD6rWrkuvvWLmLhdMW2C9UFRJ9iA277WA/YBnyjBwf8Uzg/4GU8nspZUyVnF+BilPfMOBTKWVESpkF7AWc21WdJA8OGM+xfTkASMNARiMMHN6HtIxUhKpy4e0DyT9azNIvVwH2BOhPTQDLHsCDb+nrqH0hI4hEEpFu1hQ34Xg4FSmFnQEINPbX4J3zbnfUhjgnR3lpOeNueBORmGhPgm43qsdNz8u6omoKmtvFDY9dwYwJXxEJRJCWpFmnJgi3C1QVza3R7cJzHLXx2P6c32UoC0WxnXWxt+6echODb4mXulZHpj84kyVfrIyVuAKmQfs+7WjQuh6qS6VlkxQya/t58+8z7YYNpUHqt8hAmCYCaNe9haOLcDRioMc6Zis+L2qCzy5hi13T7XPz+soJ+JPjXc+rI/d0e5hIaeBEB+rEBIZd0IHEiI67PMTwp65h1YKNHN6XixSCxBqJuJL9CI8LIeDCa53tUF2cW2I/kbbWYSwaUvnz7sM6x7Poqinrl+zkzce+ONHhXAhqNs7krB6t7AOJSzDghvN5ZvhrWIaJGdFp07U5aPbnU2ol06CVsyXyxbklCCEQXi+K242SnIySkhKrqHDx9LcP2TbFqXaMG/ocB7fZlXpCVRFeD/2u6kaNjGQwTQbe1JdAuc7C938GIFIWIrmGv/LfO1V9VUGgNGRnAFsWwuNGqMrvkoZq168Zr46ppoTDUcZe9ByWYcQCWBaKAn0uOhtV11GCQa67uy+fvfgtodIQWJLGHZsgPG77DKCp9LjI2SaSxw/kASB1HRmJ2s66WJBWALfcdD6XX+Ls2SLOyTHjyc9Z8PYPscpMC2kYnHVeSxq2qQfSolnHxjQ5uzEvj34bKSEc0mnUpq7d0FsIWp7TBJfLuRZRpm4QDdvOXjUpCS05CZGYZO/tsRtrvrH6OVLSq76hZpz/nPt+nUZWaSp+JUKmKMI00uhUs4CJ7eZyZ7M6ZAVX4nPpZCYEiITs313H1EZVdv2yQrtCDyFQfT7U/ccRpXZVaO/Lu9D7CmfPB44gsQMzf/RxiqgO6Qi3AvNjz+sB2b/52eHYe9WG44fyOLzzyO/flBAORygvCdKxb1t+mbeBqfe/X5ltd+GdA7ll4vWIBB8Dbv0Lt46/xlEbWyW3Z3DmzYSNhgR0F2HDRW1XCV1Ssshwl5BVXszCo9sqS8riVB/uOHcc0rRQfF6EPwGQCGlReLQQ1a1x7SOX8vqY9/lu6gKkoYOm8vjH99GgbQO0RD8vLp1AozbOZdIBPPXl3+lyQUfcPjeKx22XUMYOJ1ZEZ860RRzZn+uoDXH+OFJK5k5bBNJuQGIZBiIhAVNCYWGQWo0zSUpL5JVRbxMqKEFaFnVa1OGRmaMRKtSpm8Skbx901Ma02ilM+PphGrRpgDQtrHA0ps1oZwUblmDutEWEgxFH7Yjzx/ngma9siRhOaEybJWVEN2XB6l0MvqEX7z89mxlPfVE2VADwAAAgAElEQVTZdOmvL99E3yu6YZWWcce4ofSKySc5xRV/G8oloy8gJSMVFBXV67GDGtI+mP86Zw2712U5akOck+Px616zK03SbPUwRVUxQ2HyjpeSUCuNS8YM5ZV732f/un1IQ0d1KTz5yT0k+F340pP556YXHK2QAXhx7gO0apNpZ5J73LZkRXkAGQgiTYsv31hEYU6xozbE+eMUF5Szb/MhuwxeUZCKglUeIBqIUJZXSpsebdi8+gBvPvgBwu0BTaP/tT248/kbUHw+zr+6J3e/eLOjNrbr2Zp73ryDjFYNIRaUxdDB0JFAfl4Ziz//FStWbh2n+jD6vMcgIQE10Y+MRO31z7Io3HcMxTS46u8X8ubfZjDnw1/B7wdF4ZG376BJq0xUj5vnvn+C5h2dlVYb98kYelzRA196KsKtIaRla09bdpXf/NcWcmj3MUdtiHNyzHrha/uJjMmnSYkeClOQX07NpnWp16oeL9/9NoGiINIwqZmZzKPvj0JIi5qZyby89B+O2udP8fPsgsdo1L4RGAYyEkWGgvbYUhQMqfDN9EWEysOO2hHn36NbQTaWlnIsmMKxYAoezaJL3V0k1SljWXQo7xzcQK6ZQHZ5Km2TulA/0aCZT+fFzlVXGdrrivO49L6LcCXZFQ9mghszNQkQrPtxKwXHiqrsWqeU/0Y5CCHEIiHE1n/xGPabz4wDDOCjirf+xVf9y/8OIcQdQoi1Qoi1eXl5VX8D/4bflcL4fAivFxSFnz/9BT0cZcNP236XHSAUheEPD2Pa3z8AKdn428YTDjKkzl/okJpKQSiBeonFpCZG2Fpel0I9EWl4eGrDd3y8f9UpseVM5HSNr1oZdiRUmiZC0xCWxDRh2y+7iAbCfPbcHDspMrbRb9ihCXs2ZHF4by6WhMN7jztuoz85gbtfvMnOyFIUu2zMMJCGgeZ1kV8cZlS/ZwiWhxy35UzkdI2t2MVPPI1l1G1btY9gWZicQ/kU55dXykQgJaOn3MhTV72EJQVHs/JONDZxkK5DOjHgxt52MwvTtN90uRCahsejMueN+Uy65Q3H7ThTOV3jq07jWtgdUe2HDEVAShZ/spxoKMK8aQtJTPLa8wbg8ntp37cdiz5agdRN1v20/X+/QBWgKAq3Pn0tHr/PLtUPRSrHmFAFqtfDg4OeZuuKXY7bcqZyusaXW8ScW7FmcNI0KcktIedoMeW5Rcyf/v3vHGADru/Bu499SvmxQkJ5xZQVBRy3sW7TDG5+4gqkqiIUFTTVzuYD3JhsXLSJ+/qNd9yOM5XTujbG1j1pGBDVES43S75cRTQcZceve/Anue2mz9hr583jr+HVx79C1Ehl24bs/+2bq4yLbutPyw71wTKRqoZITEQkJCBcGhoW0x/4kFkvfXdKbDkTOV3jq3bDWA8Fy7IzbGMSW5tX7iWqm3wx/WeE5opVPUFGw3RysgvI2pMLLhcHtjo/vrwJHu5+Ybg9xi2JFTVsOR3LQtEExaVhRvd7mtKKbL04v+O0zl3/U15IKOxad5BAeYSCQ/kcPZBnB7vt8ifumnwT/7j6ZUzDIu9IEaZuOm5ip37tGHJLP2TsvCikRLg0FK8XX6KX7979iWeGv+a4HWcqp2J8pXvKEUia+POQLkFYNanpzifJtRZL2nNWue7haGkq+4MedpR6CZnBKru+EIJrHryk0g+qFZaj6RZKkp9IxGLMX56usmudSv4r5SCklAOklO3+xeNrACHETcBQ4AZ5IiX1MNDgN19THzj6b77/n1LKzlLKzrVq1XLqNv5/JKaeKEPW3C67zE8IajeqFevUK8hoUJMRT12O5tZw+TyUFZVjGvYk26m384L6hmWyp2wz2eXrqZdYTJI7ik8z8Ggmbs1AFQa6ZfJO1hzyI4WO23MmcrrGV8uuzTDz8rEKi1BUFSEUVFUho7HdedPUTca+N4q2/TuiZdYmIbMGu9buA+z1vYfDmXQAwfIw7/3jc/RwtNIZLaQE08KI6BhhnUgwzKSb3kCPGv/Ht/33cbrGlhACX6of4XahuO2GlkIINI9md4cGcg7mM/7rsXgS3GgulUBJiNICW+c8vW6a41qpUkoKc0p4f8JXtsRJhe2W3cQuHIpgGRbLZ69h3aItjtpypnK6xldq7RR7EhIVXevtMdf4rAa2g0XCxbf3pd/V3dC8brQEH8cP5iFjOkX9hvdx3MZoOMrCGT+TdzDXdvZUxJiFQGLrteoRnWdvm06wLB7E+lecrvFVv2Ea5vEcrLJyhCIQgKIq+H12VnnxsSImL3iYzOZ1UDxuVLebA3vsoKjqUmnU2vmisrKicl4e9TZmWQAp7VLbCvmccHkYUzfJPZjPp5O+iVdi/QtO274+xWtLu+m6PYUp9u8tvW6NWONngd/v5bYnL0NBoqmC8uIARsx50q6n8/t60zTZunwnv8xdBx5vbP3G3oNZFqYpMXSDGU98xtH9OY7bcyZy2vb15zSHqA6mGdvXCxRVoU7DNIQikFLywHujaNexAYpp4k1ws2/Tgcp/3/sq58ugQ+VhPpg4h3BJOdL8fTa5ETEwDQtDN3n+bx8RjeiO23OmcbrGFoA/yWs/EVT6JBRVoGHrAx/dk8PEH58gsUYyLr+PcCBcKY2VWjvFsSb1FUgpKS0s559jP7Q1p83fO53DwSimbrL6u/X88s0aR205U3F6fGnCR8/Mg1zSaAu1fQEsBAmaTn1vCQmqzi2N21CSlU7u9vocCVTIqqmke6qumaBpWnw++RusiqCGlCguzW6kKSHvWDE/fXkGJi9K+ccfpwjnRGD+F4QQFwBjgT5Syt+GEb4BPhZCvAjUBVoAq0+Dif+WPetPlIoOvbUvg2/qzS9zVuNL8ND5go4snPEzbc5ryXPDXyEx1c/E+eOoWScNBQmWyUUjnddKHb78bXaWHKdpWn1Clsmxcg1TKhgo+F0GNZOKKS9KQ4ooYzeP47kOE6hVhX/IcU6eDUXlGHXSUPwe/v70DdRpUIMls36lx7DO5GfnkZtdwOp569m5ZDMDRg7gruduYNHMnyEYJC0jGX+Ss1qpWduPcN+gZ/H6XHZQuaLBkrCbwqEIu+uxYbDi6zU8dsnzPL9gnKM2xfnPsCyLUHE5QtNo27UZtz59HVk7jpKfnc+gm3qzYMYSzurekkkjpyHcHh565zb6Xt2dtx7+gEhZkGF3DnDcxmmPfsbX//yRtDqpFB0vQbpdduNDaVVGRyV20GHcJc/z1Kz7Oe+iuE5ddWDr6v0Il+24HzX5Rtr1bMnij1fQuF1DMhuns2ruOpLTU/j42a9p0bk5j354D8W5JWg+N9KCrn3bOGpfKBBmRLN7CAXCCM0ux5UyNne53AiXhqXrSF0n/0gRI1rcyyeHpuJyn5ZtUpz/QfauoyAhOT2Rv02/E9WlsvHnHQy+qQ+rv1tPau1k3hz9Njn7jjL8iau55oGLefHhWezZk885/aumccn/xrKvVjHh6imk108HKbECIZREv/28PJaF7PUigHcf+4TSglLueH6443bF+b85uO1w5fOBN/dl2OgLWLNwM6pLpftF57DgvZ9p16Mlz1z3Er5ED8/Me5R6LeuiIBGWycW39Hbcxgf/Mp5ty3fgq5dJJGpgRWJSSdIuqTYlCK8HMxTmtrP+xvSNLziugR3nP2PLz1uwdB0Fyf3T7qBB6zr8NGsV3S7oSHlZiMP7ctny4ya2zFtF7+t6MfrFm/hlzmoIh/An+ahRO9VR+w7vPsrdnR/G7XPHHHTSXhc1BRnr0WBFoyiJiaz7YQsPDnyaVxyWEIjznxMos2UUWnZuzu3PD+fInuMcO5THBSP68P0Hy2jTvQXj3ltE5PzmPHp9bwZe1pVPJ35JoCTA0Nv7O27f+899y2evLaRmw9oUZOcjK5x8QkEahn2WVBSkKXnq8hcY9/EY+lzdw3G74pygRC/meDiJRC1Ct7T21PL1YlNhCf0zMiiKbmHc6lLKvCpPdx/EMWUXR/ce4OyMqnVGP3bNq2xcsRsl0Y/UDWR5ABD2oc+lgaYx6eY3adC0Ns07OSuPU5WcyszeP8rpOt28DniAH2JZEr9KKe+SUm4TQnwObMeWiRgtpXS+TuEP0KBVPXyJXlRN5ZanriQhycejgyZQlFdGSX4Zd00eweal2xFCYBomTTs0RFVVXvr5KcoKy2h7XkvHbLOkxZgNkyiTx9GUVAZnDGZ76S42FwQp1cvwahH8rhOZmbU9UQQSs3r9F/9XM+Sq7kwJRLiweysGXH0em5ft4NvpP/D1G/P5NHsaabVTGH/VFIQQpKX6SEpN4OK7B5FaO4XWDjec2bJyD0+MmIZhSaJRk8vuuYAty3awb+dxhFDsphcAAlS3hrQUwoG4dmt1QQhB/RaZHNuXw91TRtCyc3NmvTiXVQs2smnJdl5Z+g9KC8owDNux37JzM4QQTFn8D3au3ksvh0X5J9/zPj9/vQ6hqpzd9yxK80o5uj+H43uO2l2EK+4D8CX5MHSTSCjqqE1x/nO6Dzmbz1+eT/3mGVw6ejCB0iBfvfod0rIY98kYbp90I1+/uRChCFTFlo+o07gW4z++l6QafpLSnOt8XpJfyh1nP0BxXgmax8UNj17G2oWbOLTzMMHSEEL5jRKVEKBH0SMynq1Zjeh5aVcWzVzCiCev4vzLuvH1mwuZ88ZCFr6/hNm5byGE4LPn56AIQcNWdXF73fx1/OV06duaLn1aO2rbN1MXMO3+mSAl/iQv7a/ryf6th8nOLkb+D41Wj08jauiE4/qH1YbaDdPxpyRgWZI7X7iR5BpJTLj+VXIO5lNwtIjRL45g15q9AFiGRbOzG+P2uHhl3oMUHC+h4/nOZQJLKRnTfzy7NxxCaCpDR5zPzk3ZHN52kKKjhUhFIH5T1KlqAqTEiFdhVRsG3dyHLUu30/PK8xh0Yy92rcti7vRFfP36fGbueIk+wzoz6ebXEUKQnOIlNT2Jwbf0xZ/so5nDzo6dq/cwduAEIqEIUkquvH8om37ezv6dR5FSYEZPZP0qlolVVk4k4NxaHeeP07R9Iw5sy+bOySPo0KsNC2Yu5acfdrD2l31M+3EcwXAU49Nl4HXRvIu9r39+4WNsXb6T8684z1HbXhv7KQs/XoEQCm3Ob0u4oIQjWXkc33ccyzrhexBC4EtOIFIejPf8OA0kaIlIMsiNROiX+Vcmb13A8fD3HCpvzfPnPETAeBnFBY3TUxmadgltU5pwbo2qW/emPvQRGxZuQPi8dOzTlqzNBykqKkbGZAsFAnQdYehnViXCKdb4/aOcFiewlPLfequklM8Az5xCc/4QabVTmF04w3Z0xbQNE1L8FOWVsXzOGm577gY69G7L1PWTSElPqvxM6y7NHLdtV+kBsgJHUATc1aoLI5sNQpcDeGbz53yfsxm/K4GgblIQ8tEpPYlXzr2bgBEl05vhuG1x/jOuuPBcLhnUEZdmj5u6TTMwQvZhcc2CjQwa0YeHP7yXrM0HaX6OvTnUXBr9ru3puG3vTphNOBBBUVWmL3uCjIbpFOWWMLLr44QCURo2S+fQ9iMIIbj3jVup26Q2zTpUXefQOH8OIQTvbn8Z0zDRYp2Ak2slg6qya+NBpJQk10zinY3PY0QN6jSxJUjqNM2gTlNn5wgpJT9+sRqEoG235vz9jVtxuTXmvf0jrz3wEZqiIPQIRsTAm+Dh7S2TOZaVS4fznc0ejfOf0+qcJnxz9A3U2Nzl9XvRNIVIUGfF7FX/H3v3HSVFlT58/HtvhU6TM0POWYlmBYyYFXPO4ooBdI1rVlzjqqusOQcMmMWMiCRFyUpGMsPk1Lm66r5/VDOuG/R1z0r3j63POX1muunpvs+hTtWtG56H/Y7bg6P+cDB9d+9Jx96VbX83/JBdf/e2vTfpExrSRSVuf+cqhh08iOPHH874/W5k3eINVHQpoKY6DIbB/qfvx/HjDiaUF8D0Gb/yyZ4d5ZrnLuGKJ8ZipNPEFJbnA4J4JMmPSzfSfZfOPPz1n6neUEv3XbsAkJMX4IBjfv8USc/e8CpWwiK3KIf7pt9Cfkke65dv4qJ9b0MzNEq6lVO7tQmpS+775Hpam6Lsup937soWuYU5vFn3DPB3/fqcANgOc979lnF/OZPew3vw+CK3uOD280KPgR3pMbDjv/3c/4YNyzez8jt3B+JRFx/KebedgJ2y+eu4p/jo2en4AiaWZbmFXLtXcM9H19JcH6brQK/vlS1Gn70/B5y6b9u5q7xzMVY4AkrxzdQFHHXxIUx4YixHjxvdtsJN07Qdshry2RteJdoaQwjBE4vupbJ7BU2NEc7f/UbCda10HdaD9Us2gqO48KZj6L5LFzr1rfz1D/bsMI8tuPtn/frcjmVQXMW6hiSWlSLoN3n1gXOJJyw6tisEoKxTKfuf+vunrfjopVko26Hn4K5c/bdzMP0Gn788k3vOfRRNSswcPwkbTFPniW/vYNuPNewyot/v3i7Pz5nS4G9D70Wh0ITGgMJm2iU2IsVWNHktnx46lsZkjB557q7xAyuG/Ve//73HP0c5ii7dSrlz8jjeffRTHh3/HAoHlZ4UuOKpi+jWtz29h/3+42n/LYJ0usz/9ucK8QxuSt0apdSA9GtFwGtAF2A9cKJS6her6f2+CR53Upqu/axA3PjHLqCiaxnHX3FE22ud+3agoDR/h7arc6iSErOIErOQYzvsS0MiwnkzX2bymtW0xAyiCYct9QXEIiZRFeeUaVM46vOnue/7j7wVT1lk+wAwQEn7Ig6/8EC69O/IoJHuhdH0GfQe3uPnRQp3gDFjR2FqgiNO2xMh3CJ0pw28hmg4jqMc6jbVu8W8rBQ/LlzPNQffwZk9L23LWezJPCFEW0cR4Mwbj6dzvw6MPnNEW+7K0vZFbQPAO7JduwzrTMAnufDW42iqaebliW/x0EVP4kTjOFYKW+hgGMTCMZ68/jWuPuwerj/2fm81cBbRDb3tONI0yUX3n0lF1zIOPe8AwP1/7jW0G4Ec/w5t18hT9ianMES/PXvRY3BXWhpbOaP7paxbsgkCAVrqW3HicbAsmmpbuXLUTZy3y5V8+sKMHdpOzy8z/i5P+J5HDmPwqP4M2LsX7XtUAJBTEGobAN6Rjrz4EMyAyfl3nUYskmT+50u5cNdrcFoi2PEk9VubwEqhrBRfTJnHn05+hLH73ErtFq8mQ7bQtJ/36y97+BzadSvj+PGHtb3WsXd7iioKd2i7KrqUUdEhn8KSECf+8XAaa5q5Zcy9fPTUNLAdbAc3LZeCSGuMG466i0uGX8tfxz3p9euzyN+fuwpK8jj2skPp1LcDQw/epe3few/v0TaJuqOMGX84vqCP0eeOwvQbVG1u4OSjH6S5KB/btqnb1OD26xMJNq3YyrVH3s1ZfcbzwxyveGq2+Md+/cmXHEy33hUccPiu6OnjqbQop20AeEcafuhgAsV5jL3tOJrqWpnywPvcc+bDkLJxFMRb46hwhGQ4ynM3vcZVB93GVaMnEvN2yuxwUkg04R4vR3Q4imJfZwYWHglAsT/UNgD8e9j32N3w5wY4/fpjmPPhQh6/9R1EXi4A9uAe2Lt2Y/IDHzP+uId5+s/v/W7t+F04/8Hj1z0HjP6H164FpimlegLT0s9/kdgZOgnDhg1T3333XaabkRUStkUsZbH31AexbJvKYC5bYy3oegqfYeM4YCX9lBckaQr7QI+jCcHbI8bTMVSc6eb/ZkKI+Uqp/+6U1D/wjq+ftDZG+HLKXB4e9wxm0IdtmCilcMLRtoTmesCksCyfuvXbcGyHXkO7MenbuzPd9N/MO7Z2LNt2iIfjXLzPTWxbV0vn3hWsW7QehHAL2aVzT+uaoKhdIbVbmxBScPUTFzDqxD0z3fzfzDu+dqxoa4xt62u5aNCVKAVGwIcVt9xcYyk3D6LuM/AHTLconBBousaH4Rcz3fTfbEccW+AdX9sppQg3Rnjs+teYNmUehUVB6te7xblUujgPUmKaBqWdSthW7RbbPPzsEVx632mZbPp/xDt37VjJhEUyluDUnhNIxi3KKnOpWr3NvSamC9dJKTEMDXBIRBJIKXls0b10HdAp083/zbzja8cKN0X4eup87j7jYXS/iT24D8pWsGI9mqZhR2MYukZ+eQENW+pxEgk69W3P0z88mOmm/2besbVjOY5DtCXGlYfdw4ZV2+jYpYj1C9a45y5Na7tvNEyD4soCarY2I6Rg/KTzGH3W718s+L/NO77+M46j2LC6ij8MudadvAyF3MKnUqJ0iSovxGyJY6fTFb61dCKBkC/TzW7z7/7f8/I6qOHDxv3mz/ti+vW/ehwJIboAH/zdSuCVwEilVJUQoh3wpVLqF3N2eCuBdyIRK8H+nzzAAZ8+QMqxUUB1vIkcQxAwLHTpoGmKgD9Jc9zhqM49GFDQkTM61bO05gg2tU7PdAieLDbjzW84odM43nr4EwCSsSR2Syu6qeEWkgCkwIrEqN/awCnXj6GyRzn1VY2c3fsyYhFvZtfz71058mbGlJ5HY7VbeXbDss1ohnuJUqmU2zFIWSTDUfx+nb2OGEJl52IeuOBvPHnN/72BOs+Os3HFFk7qNI5rD/1zW+FdK+UQLCt0c41J6RYp0U1isRTHTziCzv06Ut6xmOPKzmf9DxszG4Anqz190xuc0PVSls5aAUBjdRMIEH4TmZuTLrKkYQPb1lUz5uKDqOhUxPTnp/HH/W/JaNs92S0ZT3JG14s5qcNFWOk8v1Xr6zECPjfXoO1AKoWQgmTCYvjowfTfqzcdeldy+T43Me3VWZkNwJPV5r4/n+MrLuTFO94CcHNJr6/Gt3ErmgIQaMEgqUSSxm2NnHrtMbTv0Y5YOM7p3cYRaY5ktP2e7Hbd6IkcV3Ju266XjSurkKbuDv6mUmDbCKGw4glQsN+Y3ajsWsqjlz/NI5c/m+HWe3aU6+96m7MveQblKJQCpzDkptIVAuGAHfJh+w069SjDH27kosF/dBdrZDv1Hz7+M+VKqSqA9M9f3dLrDQLvRJJOimgqia0c2uVHyfElSDkacTuFrimkAMcGy4GUo3Fhr4N5ce+xVBprcVQrr6x8hgV1mzIdhidL1W1tROqSeDSBMNIXcQXJhhY37w2gbBsch5LyPM6+9SRue+ca6rc2smV1FZPGP0dzXWumw/BkqbotjUhNYgZ9oElUysaxlTsbrBTYNk7SAqU49NxR3PTKpVR0LCLWGmfKA1OZ/dFib/ur519qbYygFMQiCaSRXlVuWUTrmgAQ6dV0SIkWDHDO7SfxxIK72bJmGy31rdxzziQ2rdyS4Sg82ap2U72bSkDZOOFW7NYwyrIQPj/CMJChEEK4x9huhw3hwttOYMz5I2mtb2Xxlz8w5dHPSCa8Ql6ef2YlU0SaoyjbQfOb7uSCAitpt+2OQdNQjkJIyRk3Hs+Ds+4gGrWItcaYNOEFlny1LNNheLJU/bYmpK659T4MA62iDKnrpKJW28S7YyVBKfKLczjr5uO5+/Mbqd1UT/X6Gv46/nmaalsyHYYnS9VurkdqAi0ZR0XCqGQSpX5eiFfZbr/9kHNG8qeXLqX7oC5EW2K899inzHh9jtev/x9QU9eKyPVjl+Wi+naFonxEeqW4IxTK1Og6vAt/+uvphOta2LpmG0/+6VVs+/8vd0LmqLbV7r/pASVCiO/+7nHh79E6bxB4J1LoC/HmqLE8uddp5PigMi9Cng9KQhECehIrJZA4+HSLkJEkR/dx8ozHeXPTfryzdgjPLe/JcVNfpjXprdj0/LNjxx3MxLeu5NiLDwbbJr8sD2R6S0/6ZkQYBug6xV3KmffxIm445l6C+SGErvPZS7O57vC7Mh2GJ0v9dc4d3PXxnyhsX4L0+8gpdlfQudMLuHkPhQQp6dS3PXee/hDrf9iI0CRKM7jtuPuZ+9HijMbgyU799+zFfZ/9ieuevxjN0PCF/AgpwLbBsVHKBjuFk0yiOxaN1c2cO+w6ijuVgnJYPX89fxh6TabD8GSpCX87l9veGM+A3XsglKKoshCkxInF0qudUqAUynZo37OCKX/7jDeenonuN5CFBTx92zs8fvOUTIfhyUKhvCCPLbqPuz69EV9uED3gxxf0ga65qWw0ra3fhWlQUJ7P+JG3YPgNRMBPOJLi6iPvpWHbL9aH8fyPOuy8Udz5wTWceu0xKMch1wCVSKIsCxzHHY/IyYHcHIr6d2XRjOVcNfoucopyEabB9JdnceXoP2c6DE+W+suMW/nzxzdQ3K4AUinyikLuINf2CayALz0BL+jUtwP3XfgYy+auQhbkoawUd5z8AJ+/9FWmw/D8zh645USuPX9/jNomRFMLNIdxojFUKoUTj8G2Borjce687CXMshJEeQkfTVvFm3/7LNNN/1VC/fYHUKeUGvZ3jyf+P76qOp0GgvTPml/7A28QeCfxxea53LjwAdr5cxle0o0JvfbmwPLvOaLztxSFLOqacmlsyiGRCJBM6sQTJsd+OZGlTVtZGknSseBEYikfOBJd7tjCBJ7sd+vpf+WF299k8Kj+nDDhcApKc2naWu8O8EpJugYmwjDQAgG2ravhhqPvoXpDHbatKOngJpTXffovfo/nf8+aJRu4bO8baaptZtcR/bjh6QtwmluJNMXw5QTatupLXUfoGkLXuPvMR5j+yixqNtSx75jd3WFipTC948vzD56++TXuOONh+gzvzl5HDWP4QQNJhGMIKRBSoFIpsNxVmCoWJ94a44x+V7JlXR2NTXH2ONJNyyU1r7vk+blYLMYfD76D2e99x9ADBnDlkxchUDRsbSSnJB+hFCoWd7fs54QQoRCzP1vGUxPfo7a6lYqBPTBDAQDv3OX5J1++PocrRt5MQUU+u+zbl3P/dDTJhiYSsQRm0I/0+ZChINJnupPwQnDWwKtZNmcV29ZWc/h5o5BSgNQwfGamw/FkmTvPfISnb3iVQSP7c/TFh1DWsZXEIf0AACAASURBVIimDdvwJ9waHyIvF5Gbg4hGET4ftd+v45pD7mDbuhoSSYeKLuUA6N6l0fMPNq/ZyuWjbqV6Yz2DRg3g1nevBsOkpSmGL2AipERIiWY7beeuv014nk+enk7Nuhr2GNW37bN8Ae/ctTO78+pXeP3RaYw+bAg99x6AjCQQ67cickKI0mL0YA7Ghhq+m7aM9aursH0+ZHEBIDBzA5lu/q/7z1YC/yfeA85K/34W8O6v/YF36t4JtETj3L58CtNqt3Hpt7cBUGTmAZBrWPQL7YnhS1FUEMGyJS0tARprcoiEoSgQJtewqSzaRn7AvfDP3Lw+g9F4ss34E+5n1mtzefmOt1jx3VqEEOQUBAHo2q8dps8A5bgPAcpO0VTd7K7aVIoB+/SmoboZUZDHttooyYSV4Yg82eTiodewfN4a/jD0OgBy8gNti3+P+cPBbRdEJQRoEhxoqv0prUiXAZ1Qto2ybRZ9vmSHt9+Tvea89x2v3fk2X706m4lnPgJAUWURAKHcAB37dPjpzUqBFCilsKNxVCJJfnEO1RvqQDkkYwk2eikhPH/nlE6XsGTWSu4+9zEANE1ipKu073fscGRuCFFYAKYJSQthGtRsbQLLAttm2Mg+WK0RVCTK0i9/yGQoniwTC8eYePKDLP1qOWd2vxSAojK3Xy8EjDp+d5xYDCccdtNwKQUIEpG4WyjO0NAMHQwd4fcxf8byDEbjyTY3H3cfX075hjce/IhvPloEQG5RDgDte5Rh+nTsugac1rB7bEUihJtiKMcBx6bPHr2o21QLukbN5gav5ofnZ84fdgMrl23j8oPuBCCUG2ybeD/64oPb3qeUQvh9CMOkoaalbRCs+y6d2+4DFnnXxp3WLVdP5svPVvLGq98yb/oyCkrzEEKQ377EnSiIxtwJqfx8lGGiUg6aLhCNrYh4knXLtmY6hIwQQkwG5gK9hRCbhRDnAXcBBwkhVgMHpZ//Im8QeCdg2Q5+lUIBJUYBAO9sWcv8xsE46jg+2bQCn2ljGDZCOmC7/+3hqJ/igMULe49jU2MhTdEgjoL75szMYDSebJPTzj2mEFBYlseWtdXEUoI+e/fDStokY4mf3pxO7g8gNMmA/fpx1i0nEioIghC0NMeY//nSHR+EJ6sJIdIFBuHzyXMIFITY/+yRfPDUtLb3KF1HGOb2PwDgxjcmEMz1AwoFvPXwxzu45Z5sphlu+hCATr0rScSSrPh2LRXdKug3oj+bVv68AymESM85KHICOhNfvxwz5B5zdsrh9Xt+dWLd8z/EFzDcXxw3L92C6T9gFuaxx9G7sXD2ajAM0CQi6Efo2wuouquejj57H4Yd0B/Nb6KANYs20FQfzlgsnuxip37KdVhU4fbBZrw6i5zCECNO25cvXpvTVlhJJS33mqiUm3saxd++vsPNoS/cia3nJnrnLs9Pti/kQClK2xdTvamesK3RY6++6H4/8daYe2xFoqhYwr02AkhJz8FduPDOdL8eiLbEmPP+gozF4sk+wrERQiDTe9s/e3EGPgNGjhnOh09Pb8vzqxBucV5Buq+muOr5cRRWFrf19z986osMReH5veWVuhNPCCgsDdGwdjO5Bti2akuhpRJWW/oQaRiMu/14wB1q+OLd+Zlr/P8PBcL57Y9f/VilTlFKtVNKGUqpDkqpp5VS9UqpA5RSPdM/G37tc7z9ZzuB4twgfxt0AzWJWnbv2I9NkVo+q1qBIRWbWlcidZ14XENqipQtCebHSCUMgqEY1bUFHPPZc8RTDtIPKiXIK/TmBjw/uf2hc5lxzG706lFBeadS7r30BRpbLeo2rUfFYiAloeI8Yq1xd0VKKgVSIoCWhlbGj7oFJ5ZA+HygaZimd9rx/GRK9VN88+F8DjxtP+LRBC/fNoVYJM7nk+ciYnEQIE0dZRiouPtcAGiS+y98kmhT1P0gITDzcjIZiifL7H7oEO7/4kZAMHDvPkybPIcfl20BpajeUItSCjNgkowlAfcmNz2WgtQE43a7DkU677njtN30ejwAL65+mBmvz2XPo4cA8MS1rxBuCDPvwwU4toPw+/AX55OIxNwcrsn0LhilmDd1Pu88/gUiGEAEwGlu3j5f4fGQUxDiudUPsmbRRkYctwfVG2r5YvIsFDDjtbmoRBI03d19Rbowr1KgHLTcEJfs8SdsG5QUCF3Hh1d40POTPz71B/Y8chhd+nWgQ69KHrr0GbZ9/yNC092HYeDPCxBrjblFeq2Ue3G0baItMS4f4fbrkRIlBD4vnY3n77yx8W/Mff9bDjhtP5LJFM9NWUCkcwemTZ6NcBzQNDSfie0oNyWXAuU4CF3jiZumEG6OI/x+954x3+vX76wm/PEIdtujJ506FNOwvpqV3651j43yMve4cBRYlpujXClESREPXvEiqq4REQpitCvJdAi/LosLG3pdzp1E17JSdu/YD4CFjesQSBxl4EiJqTsE/A4JS6dHeR15gQSBkE1DYz7EKnFECk06aBoYzZIf57eyaFNVhiPyZAshBCP3H0hlp1IAVv+wBaSk86Bu7snNtok2tILjINKrnEyfAQLyS/JRNu4Mr2MjDYNn73wXO2VnNihP1sgryuGg00cghKBqbTWJWAIB5ATcmwqhQCEhFkfYNlKTSF3iC/rciuiaRAgBho6VsPjg6emZDciTVQbu3ZeBe/cB4IevVwGCoopCwD232VJ3t+sLQIFm6qAU7bqVtw2qSCkRUjB98hzqtvzq5Lrnf4TpMzjojP3ISU8+bVyxFSEFlT0r3NXB8QSJ2nT6h0QSUOiaQIXD6LoGyaS72i7lXhufuOaVzAbkySrtu1cy4rg9APhh9gq3fwUI2x3QlYZEKIWwHZRto+kaMhSksFM5tu2gHNu9yUulqNrcxJLZKzMWiye7CCHY55jd6NCrEoAVc1eA7dCxRzlCk0hDJxFPumls0u/fvoCjuH0RTizZ9jnS5+PFu97zUr152uQUhDjojJFIKamrbSUmNWRBDvkd3UE7IQWpWByVSIBtI4VbM8aXF0Ipd6WH0CTS78MRkrcem/Yr3+j5v0gIwT779qFT11LWLFyHEAJNpqsMmQYU5oBpuIvLAj70HD8i4U5I2SEfzT3KWLhkY6bD+GXqP3jsIN4g8E7o4HaDOb/HQUzc5XTqWwNE4gaOgpCZJNdM0j63hdaIjjQVTxx6FPtWdMEwYK/SzrSLF5KwbBZu/N/Ms+L5ddc8fAanXHYwe4zq3faaSld7VVKCppFyoGOfDvzxiQvwBX2YwQDHXHk0uqnz4/ebibZ6+cM8/6zLgI5c+vC5XPHEWPcFKXGU3ZYnTCFwUg7KgQvuPp0TrjwCzdCp6NGOYQcPwnGctvx2Hs8/Ov36Yzjl6qMYe9epbs5yKXHSE1koBY5NKj0JcdfH11PeuRSpS/Y/dW+klISbo6xftinTYXiy1G1TJnDWTcdRWOrmbnUzi6i2yVIVS5CKW+x3yr6Mvfs0dF1iWgmOOGNvhBDM+2RxRtvvyV77HLcHZ99+Ere8eRVOetWcSqdFAiBlYzsK4ThcN+lM9jxiCFIK+g7vSkXPSqxkiiWzvEFgz7929XOXcOqfxnDAWSNxkkkcx0Epd7AOAdg2lmVT3qOSa5+/BH+OH900OHr8ERg+g82rq2ht8NLZeP5ZZftCrrjqMC6dMBph2aC7K82BdLoacIRACY2zbjyeU/54BFLXKKksZPfDBuM4iq8/8ep97OwOu+BATr/5eHofOAQFOOEoIhp3V47nBBEVpRx1xl74AiZmYQG5+/bDUbBoaXb3yYVSv/mxo3j7N3YiTvgJlLUCX/5tnNNtf5KOjUmQ1mgSTYuSSmk0xX0kbY0cAqi44olV1xG2/PjCfZi5rYpjB/ZnaGElxw0ZkOlwPFmkqa6Fh8e/wJD9+3P4uaPo3r8DX3+wIJ3DSSCkdLfySHdgJVAQoq66mXP6XYERCqByc5j6+nzOuWkMXfpUklsYynRIniwy9/35TH1qGhfdewZHXHgQAB8//xXLF6xHRZI40ShCd1eXGwEDKTWeuPYVEuEYxR1KqN7SSLAghwsnnsS+xwzPcDSebGKnbB657BkMU+eiv5zF2TcdR+3mBqSp41g2Khpz0z2kB1RyygtxNJ3j218MKJQD0yfP5sQ/HkWH3pUMPXCXzAbkySrrvt/IU9e8xLGXH86wg3dl2EG7EGsOs3TGcvdGV0pwHDetCA6msJn77jy+enUWuRXFRKJJPn71G/5w7+n03a1HpsPxZJm3HvyAZXNXMf7xsZxy7Rhs2yG3NJ+WLXXgAFJr224aDJqkEgmuPfQuUrZDTkGIH2avYr8T9uTYiw/ikNP2yWwwnqzS2hjmwYueoN9evTnu8sPpOqATi2auQKVsN3VNeofV9lQjoZJ8WqMpTh94NbphgG7y4YtzOOvGMXTu057idoWZDsmTRb77dDFvPzSVC+45g9GH7QrArEc7sWj2Kve6GAhAwp10N/wGUtN44Z4PSKYcCopC1G2qxzQ1Lrj1OPY6dNfMBuP53WxetZVHr3ieI8YexJk3nYgx6XNWLNqEaF/u7qCy3UVmsqaOKTdPRgT8yECA5KJNjLvnJA47OMv75FmcDsIbBN5JKJWE8H2kHMG8lu7MrR5ISyLOtMPGsdd7f0Epga47bK0vIJkw0KOSRNLmux87UBXNR2GRa/pZ2ljNu+uWU1GeywFdumc6LE+W+OL1r5n9/gJmf7CQHoO78uo973LQqftw3t1n8My1L7UNoKDrGCE/8bhbqFBpOslECunE6DCogmeveo68kjxeWjcJTdMyGpMnezw07ikaqprYunYbp95wPN98vJibXhvP2GHX0hT+u9UlCnwBH+GWdMVYTaNxWxNmyE8oP8Dj175C47Ymzr3txMwF48kqaxev54PHPwUF3QZ3ZemMH+jQq5JH5tzOxSNug2Z3Sz7C3YMWl26aEaXrEIuDEOSX5vDR058TC8cZsE9vKrtVZDosT5Z48dY3mPfRQhZ+sZR7vrqDKY9P57TLD2HNwg3M/3J5ehBYIXQNf8gkWtMIgCzIpzWSRNclPftVMunSpxmwd2/un35LZgPyZA2lFI9e8TwAms+kQ8921Fc18uziezip62U4yRRKClTKAkeRikSJRxNuVXVNJ9xs48/1s3ldLbM/fJmi0lz2G7N7hqPyZIuZb37DV2/M5as35jJg3368/sCH7HfscC55+BweGfcUICBlI3QdLSdA3E3dimNZJGNxhCbp0KsdL9zwCsH8IC+vm4RhGpkOy5MlHrzocarX17Jh+WYuuPdMvnpzHlc+NZbxI26mvi6K1HV38ZACn98k0hyFWBIR8NNU24LhNyguyeXxCc+xbeWB/OH+MzMdkud38PLEN5n34QIWfL6EQy8/mrzCEMUFJnVCoPwmjuag1beSaom4hXUDQZQQ5HUo5ql7PqI4N8io/ftlOox/TeFO1mYpLx3ETkIIk3fqRzK9sSMfVOXx2JJveO3HBXy5dRkntNudxvWFNG3OI9IUxEoaJEQKdIeWWD5YAiEUN43al7VNDdhK8dz3XqVXz08G798f4fch83OY+vQXzHl/AQ+Me4b9jh1OqGM5Mj8P5TigSVKW7SZyTSRRsShOPI5Aceixg0jGLeo217NppZduxPOTQSP7gQArlmDSVa8w8+1vefmud7jgzpMRuuGuAtbcy1W4MQxKofsMpM9EAcMO7E/V2mqU7TD1GS8nsOcn3XbpjD8ngDQMVn67hs9fnskzf5qMFUvQZ0Dlz9+sQCTiqFQKmXALXSohuOG1CTTVtJCIJvni5VmZCcSTlYYfOsjNLW07PH/fR3zzxXIeueFNzp54ClpFGaK4CIVC+EwSKYUwdLRQEGE7YKXIyzEoLArg2A5Lvlqe6XA8WUQIQZdB3RCGQWtrgpcmvsXHz0xn2uQ5HDPuEIShIzTJ9oqCiVgShMAI+kG6Sc7PvvUkNq7YgmM7vPPo55kNyJNVBh0wEOn3oefl8smLM5k9dSEPTXiJoQftSl5FkbuTQdfAMHBSDkI5kErnmdZ1lO1wwrgDSUQTNFY1snrh+gxH5Mkmww4ZBEJgJW0mXfEiM9+ex0sT32LsfWciTRMhNVTSLfgVaY4BoAVMAJSjGDC8CzUb63Bsh4+f/yqToXh+R7uOHIjQJErT+eTlWbx6/weMPnMEsr4J4jGkPwAF+W7fqbIc4XNreDQnbWxb8fbb32U6hH9L8NtTQezIdBDeIPBOpH/HG5hUN5Aa8R2dynVKyht5bP0rTKteitQUypHggJAOWm4CX1mUSNIt5GUEUkxaMoey3CDlOTlcvfu+mQ7Hk0W69mnPgaftDbZDJOwWhGhpinLekOtIht2Lt9AkTjSGSqVwWmM4sRjKcXMh2pEI016ZRV5JPkMOHkTHXpW/9HWe/zETHr+QUGEODQ1Reu3SESeR5P1JnzDpqlfQfD/lDvv7h51y3C1CpsG3ny7BZ0pyi0Jc+OeTMxuMJ6vohs64B88BFEumf4/p9yE0ncv3vYVNy7e4RQW3UwqrvhGnoRHbShevFPDYda9R2KGUjr0rOXzsQRmJw5OdDj33AHoM7QZIyspyULpk5VffM+GAiRBPuMW8pEQlkihHIYMhlEzvgrFtGqpb2Lq5idyiEEdedGBGY/Fkn+tfvBQj6OeHr5ZR3rEIB3j8ulf5/JXZ7kCvEO4gsBAoQGoaKct2U3MBbz70IUVleRS1K+C8270dMp6fVHYt48ixB6Esi7oNNRAKEWlo4fyh15FI2G7RNyHdfOa2g93QjIrH0gV53RRK7z36KfkVRex64K70HNw10yF5ssglfz2X3KIQzbXN9NilI9g2Hz/7Jfef9xhS2W6+aaVQAjB0CAWx7fQAWCrF4i++R9fdfv15d5yU0Vg8v59Dzh5BWZdyN+1MSxjVGuaV298Ey0IkbRIFujuYmhtyr3VSoopC+PIMQu3zGDvugEyH8Mu214X4LY8dxEsHsRPJMQyKAwmEkOxarjOvAerCIVpSCYwigelLEI7pSKnQDQcQ6AVJgsJHVNpsaGlFOYK9SzszsNTb7ur5uVDQRCoHM2C05QhzLBsnlUIg8PlN4s1hlJDuwIppIjQNqRxsW7FqwQZwbM665UQ03UsF4fmJ1DSEriNSDpXdSlk4DTB0EikFPp+7pUaTCEOgUikECpVMIk0DO5EkKTW2/FhLMGRwyBkjMh2OJ8uE8oNIFCnLJpDjJxGzQDlEmqNIQ0NKgaWZkEi4VYgdB6UUweJ8EmaAtSu2QSLBMROOoLAsP9PheLKMP+hD6pKCAj/YDspxSMUtiMURpokZ8pOMJcFJF1CNxVGahjR0lJVi3fy1EAxwwd1nZDoUT5bxB9x+l1KSyh4VbNvUAEBrQxipCexEDJRASHeyYXtqLtOvE29JULuxFoSgz+696L9Hz0yG4slCwZCJcBx3bEU52ABCknJAmAaGTyPpCIimizknLQA0Q5Ly+1i9sgYVi3PatUdjmN6QgucnUpNIIZBSUtm1zH1RKeKtUfd3vx8ZcNNvCb/P7XclLDAcnHAEZZpsWluNz9Q46iJv8n1nJYRwjxUpkLrEToJKpaClFVCY8xohFPhpwYbjQGOUREMEo10u/fu0z2j7f1UW5wT2VgLvRNoH2nF936uIWRUkRYoJfftxSGVvQJEiRThmgCORST93DTkSO2aiaTbdi/NBSXcrLHBSn4GZDsWThS645ThOvuxgvn5rHkecP5Kjzt+PQMgER6FSNsl4Cunz03NwZ44ffygCkIZOlwGd2lalGH4fvYZ6qwU8P2eYOk8t+DPd+rbjm/fmMeayQzn5j0e4uVlTtjs4F40BivNuP5GcfD/KdjBNma5e7XYOho0elNlAPFlp3zG7c+1LlxFuitJneDeOHLs/nft1QCmFbdmkkjYikSC/XRGXPz7WnXQA+uzZy+1wAsIw2O+ooRmMwpOtJk69jgPOGsUnk7/m2BOGMGbs/ghDB6mhdJ2UI0DByGOHs8ue3VFCIJRDXklu2/FVVpFPIMef4Ug82aZdtzIemHELRRX5NNeHOfoPBzHi+N0gfe5S0kDqBprPZPyj5yN0AbZNu67luD16QCkOOdubHPX8s7NuPYlz7jqdpUuqGH3icI66YCSh/ABKKTAMLGmAZdFtaDdOv/l4hN+PMAy6D+rqrgYG9KCP/nv1znAknmwjpeTJ7x+gz+49mPXW14y5ZDQnX32ku5rTMNLb3gUCOP2yAyks8oNSGBpIQ2tLc7PLiCzN9+r5r3nwy1uo7N2ewopCRp28N0oplOOgGpsRjk1peS4y4INEEt10jwsB9M32XcXbcwL/1scO4k3b7WQaExaLqmyEaIZEOZ9uXodQDlJTODYgHPy5Ldw8/2NCOTF8vhS2bOXmQYfSEIvRv7iCAzt6Fao9/0zTNeZ/vJhIYyvffbaEhq2NxFrjoEnk9u2tAtb+sIW1K7a623wcGHnyPow4RWHHLQ49dxS64Z12PP8slBdgxTerAUFTTRNfvv41Tsp2B1NwV56rWJznb34NK5poyzV2xdMX01DVSG5BiMPP3z+zQXiy1oblW2htDPPdp0uo7NWeTauqAXcFnUrn4WqpauTRCc+xfRQ4P9fHedccRjxps9tBu9Che3kmQ/BkqUDIzzcfLaSlqomNq6tYNHO1u3Mh5IeU7Q6oKIeZ78zDTiTBSuIA5996Ag3VzSjHYcylh2Q6DE+WSsaSbF1bDQoqOpcw+51vARCmD5FOA+HYDn+74gWU5d5BRhpauPThc2iuaabLgE7sc8xuGYzAk600TbJ4zhoiDa3M+2IZkS11boEuXUOahlvg2XZYt2QDG1dXQzCAAIaPHszeRw/DshwOPnUvTL+Z6VA8WSivOIelM5eDgqbGMF8+Oc/NNe33Qzzu1pJxHF69fypW3F1lnrIcrnjyIhq2NRPMC3LUWC9N0s4uEbf4URqQZ9K0uArRvRPOhk2IpA26Rl19FEwTTJ38XD+jTt2T/NI8jj1/ZKab/qt2ZI7f38pbCbyTMQmSTOokEgZfVq1DKdCkIsdnU5QbITeYwHJ04lhsXyWwrCbKTfM+Y01LHQV+H0+t+IaEncpsIJ6s5AuZCL+PWCRJrCUGSqW3aCgUyt3Ok7JRSbttdeZzE9/h5bs/YNABA5j55td8+/HCzAbhyUq6aYCQICQLp32P47jHlsRdLYCmQyqFFYm3HVspBx64/AU+fHE2Qw8cyOR736e+qjGzgXiyUqggBxnKQRkmm1ZsdQfmpDuAIoQAIVEokkm7bdvZ9Ffn8NTVLxE0NWrW1/DRM9Pdv/N4/oFm2yjLYsuqaneFJgKnqdlNnZRMgmlg6wbKSA+WSMlfLnuel+59n1En7cU7j37O6kXrMxmCJ0sFcwNtuxO++fCn/pNmShDu+UsJQSJutS3+rdlYzyOXPsfK79ZRUlnEG3+ZSjwSz0DrPdnOZwiccIR4Ywvhpoh7jUvZOC0t2A1uf0oJiZ2w2lLBvfLnd3hp4jv036073332PV9/tCizQXiykqZpbf2pJbNXu3VilIJoBLTtaQEFVjTZdo5zLJsHxj7J2w9/zJ6HDeKVO9+iZmNtZgLw7BBmbgBNCfRYioStQNcR7cqRhQXIYBBluynalFLU/VjN25M+I7ckhzfemEcslsx083+ZlxPYs6NsCNeljx+F3x9HtyVWUjK8qBPzm9eSiOooDRwlaY0IImEDG/dGeH2knvO+eo1YyiKkm5zSY3CGo/Fkm22bmxCaRiKl3HyGyv2ZVxCgqbbVHVBRuLO7WnqOSSlSyRRrF67n8Sufx7YdPoi8jLm94JfHA8TCMbbfwabiCZRtg2PTbXgf1ny7BuwUCIEwTPci6djp1eaKpuomHrj4GRbPWs6G5Zu57tmLMxuMJ+tsXLXNrWhOOt+Y7SCUoseQbqxZvBGlHLAdUKQHiCU4CidlU7W+hqf+9CpSCjr360A/L7em5x+01DUDilgsjtI10DRyfAJbCqIJkLYDiWhbXmDh96HS18ZPX/qKV+56jw+enMaLy/+S6VA8WWbLmqq2320nPSkqYMCevVk8YxnoOiSS7iQ8pFMkueexLWu3cdNxf6G1IYxmaIy5dHTG4vBkp41L14NtE28Mk94yivAZFLcvoq4pDkmrrRCcEgKnoRGh66Qsm02rqnjyxjewbYcpPz5EKD+Y6XA8WSSZsNyBXyAZS6CkRACdelaw+cd6UqTXdPj97n1jIgkolIJIU4SHLn6KeR8tYMU3q7n9vWszGInn99RY1YgWTrq1hppawLLQ8wLuzilDR1gpVNLCrixGb1akrBSPPTWD1qSNlIITT9w90yH8Gzt2UPe38lYC72S65BUQ8qVoV9xKUU6UkhyHfrmdKfEX4AiB5WikUhpKgTQEwgRNc5BGig65AfYp70p5IJdhpR0yHYonC7XvVgZKkYwkEKZJeecSRhy/O4mEDVIizPQqJ6XASqFrwr0xsW1Mv05pxxL2PHKYV0DC80+klOh+AyEF4dYEui7pPqQ7ww4YAI6DDAaRubnumx0bAE1ziywFfZJeQ7tSUJrHfsd62149/6xTrwqEnYLWFlQsTl5pPoMPG4bm94GugWW5A3S4A8BuHnP3ebAwh55DutKhdyUde2d5DjJPRhSU5YMQNG1ugHiCjv07cMAZI4nV1EM4jBMOuzfDtnut9AVMtwghivySPArL89j/pD0zHYYnC5V3KnWro6dPSWbIR6+h3WjfrdQ9Z6UnFgBEMAB+P0LXQJMUVRYxZP/+FLUrZNf9+mY2EE9W6tyvIwiw4glAUdqxiH3G7E6yoAiRk4NqDbtvdBwIRzBygtsXnGMYOuWdihkyqh+BXC+nuecfKDDzcxCGQUt1M1IpOvfvwJ6HD8FJJCFpuZPygIpEUMkEhqG5xcaDPnoM7kJBaT4jT947w4F4fk95+QFENIqIx9F8Jrm5fjqUBHGSSVRZMUoK6FCO7/drjgAAIABJREFUppuo9O7jfgM6UFycw6BBnTPd/H9P4a0E9uw4H/64loQtEDa0tPipqc1DmtvYnNoCmkJKBwfpdigBBJzVbTgvfrWCTzdtgxybF48+gZ75pZkOxZOFVqzYBgEfdjgKSlG9pYnql2e15W1FCPD7IBYDBXbCYsjowSycsYKHxr9IYWURt7x11U9VPj2etO/nrMJOptzFwAocTWPd8q2sX5leBeU4CJ+JEkDY7TQO2H8gq+esoHFbE6/f8zan3XA8ex81LGMxeLLXzClzSDW71YZB0LyljgVbagkU5v5digcF2/ObK8UxVx7Fuw9N5dX7pyJTKV7dMIncwlCGIvBkq3BLlMaEQASDqKSFzM1h8/KtbPpmRbqnld7eqGs4dgoBmLqkbHB3tqyv59Eb3mDAHj0455YTMh2KJwvNef87HMdGGj5wFJblsGrxRjamr41uXk27LRUEwBHn7c+Hz81gyYxlSF3jltfG033XLL5Z9mTM0sWbIS8Pp6ERWZBPQwxmvTsfrbykbXLBbg0jfCZC17GTKfY4ajhfT/uBh658iZBP8NS3E71+veefrJy/llQy1TYYplIpNizZwIZlm903SAmOjYrF2oqkdh/UmU3LNtNa28wrd77NmPGHccCp+2YuCM/v7odlW91xhWAAp7aOFitF2CoH5aDiCZykhZY+v5QM6EJ9TSvzP13GkafsQa9eFRlu/a/YgYXefitvJfBOZkVLDbajUbWliMb6PEAQ0pL0KFpPtDmAFdeRUrm5N3HIDcR5c/W32LYCB1Rc8smqtZkOw5OlYvEUwudDFuQB6XsO6VajlrqOkBKhaWi5OSjHRilY9NXKdKonQVNTnLqtTZkLwJO1Nq/amv5NIHQdcAt22ZEoaFrbdkTNNCEYBClZ/MliYmG3SJyyHWa8OiuTIXiyWNXaaiB97ZPCvbkVknhLxJ202s6223YvvPfQVDfHeSyOQrJw+rKMtd+TvZrrw6DpSL8PzWe4q8ilm99cBgLuT8MAKdGCfjB0WiMWWzc3ummTdI0V89dnOgxPllq3dCNCSITfj/CZbjoRKUkk3R0x289ZOA5ONAqWxdRnv8SxHdA0FIJZH3i1GDz/WiSaQvp8aAX57nkqzd5Wi0wkEXl5CKUQVnrVphDMm74snZ7LoLW2hc2rqn7hGzz/qzavrkrviHcQQrlpahwHJxJF+E30kiL33hHcgnG6zvKvVxNuDLM9SfDst+ZlNAbP72/Tii1uv7u+CZKWO2HQ0IgsKoTaekQ8gbNxC7RGqKtuaStYOW/umkw3/VeJdOHp3/LYUbyVwDuZR/Y5lieWf82I8u7ELZsVTZuZHX4aU0/RLmiwydIYGqpk8cZt+MrjIMFySK++U7QP5nHGLoMyHYYnS909+WKWzF3N7gcNpHFrI8/d/DprFvyIkBLdZ6DpkvzSfGo21iF0tzNpR6MIXUfpGqPGDKO4XX6Go/Bko2PGHYJt2bTvUU4gL0RDVSP3nPUwSikKy/MIhy269m/Pj4t+hFgCcDuWKt1R9OX4uODu0zMZgieLPTTrdj548nNGHL8nzfWtTHvpKz5/eRYgMAMmjm3TsW8H1i3d1LYixdHcyQikpMcunRh64MCMxuDJTu27lnHNI2fS2hihW7/2NDVEeOiyZ2ludPAHfSSSSQpLc7EUtNS1gpWClFs8DgHC7+O0yw7OdBieLHX1c+N47Z53GXLAQFJKsP77DTx+zWSEEOSX59FaH6bnbt1YNnuFmx9YSpRtu1dGpSjuXMaYi73jy/Ov3fvmpSz4Yjl7HDKQhppmJt/7Pstm/ABCYPgMTH8eBe0LqFpX407Gg7uVX9NQsSj7HLsbld3LMxyFJxuNPmsksXCCksoC8gpzaKxp5q4z3X59fr6fiKPRdY/ebFy1jWRrFGHb6Z0N7sCEWZLLBfeekekwPL+z08YdjKlrlLbLRyQs7h37JHbKQdoOWkkRQilSpgl+E5QA5YCAsRMOyXTT/0/zBoF3Mnmmnz/uOrLt+b4du1C8voW6WDM37r8v72yaySdzEtj1JpaTg9alFUeC2a0Vu9ZHyNJZ39hEj6LizAXhyVoDd+/BwN17uE/6d6DnoE48MuEFRp6wJ631YVYuXscnL84BAUbA5xb4QqAcB5ECKQW1W5oo71iU2UA8WUdKyQlXHPGz1wxDY8Ybczn/rtN4668fUbe1gdWxJG25bHAro7sFvBSN1S3YtoOmeZtcPD9X0bWc8+88re354FED8OcEKO9UQq+h3Zj55tdMe2Wmm3/aNHCSlrvCznZX2wWCOptXbqHfnr0zFYIni408dvjPnrfreCUvTnybU645mm+mLqBmayOfT56D0DSEz8CxFcTdXQwU5BGLW4Sbo+R4hZU8/yAQ8nP2rSe1PR8yoi+25bB5VRXHXT6aNx/8iNXfrXZzCaZSCNOd1FKWBZqGjmLLmiq6DeyYwSg82arf0G70G9qt7XnfoV356+XPs/eRQ0mmUqyav4EPnv0S4fOhiXQa6mgcHBthGphBH9vW19C+R7sMRuHJRkIIxlzy82KU/pCfz57/kvPvPp23J31Kc0uCdWvrkXm5qCZ3p6gIBt2VoUWlNNc0Y6dsNF3LRAieHUDTNU4e99NEZV5ZAR++MJN9jhzMZ1O+ZdHCzQiFu0rYdtyTUCxG9ZYGlFLZnYomiwvDeYPA/wO0VBceXvgJk5Y+SWvSh7Q1DNOgd0U7VsYt9BwHB4UIpVi7pZHzv5zC+fXDuWG3/TPddE+W8wX96MUF3Hn+E9ixBCiFNA1Mn0HnnuWsWrCuLU2d5jOY9tZ8Zn/yPX95ZwLd+rXPaNs92a+iWxkrv1vL2b0vR0nN3TImBO26l1O/rYlUIoWTskETpGzFgxc9xkdPf86Ds25H07wOo+ffk5qkoCyfF25/E8uy3cJwgGZoDBjRn6XTlyKFIqUUQtksnrGM8SNu5roXL2PUSXtluPWebJdbkkdLXDHhqPuxo3GwHYSA3IIgwTw/tVsaEUrh2DYiEuG1P7/Np099zmNz76CgLC/TzfdkuYqupUy+6x0+fv5Lt5aMbSM1SfdBXVm3ogopFDbuVtRt62u549SHOfTcUYyfdG6mm+7JcqbfxPQb3HPhE9jb05BIiaELug3twsp5a9NFLUFqGl9MnsXMN+bwlxm30me3nhluvSfblXcu5ccfNnNOvwkoJELX0QrzKKvMpzERwUqkUJpECYFdV8/Dlz7N1CenMWnen9ENb9jqf0FBaS5LFm5kzoeLUJaFLCwkEDKJ1zeD348C7LwAkx79gi21rVwyPktXBCvSBaezU0aWSwkhbhdCLBFCLBJCfCqEqEy/LoQQfxVCrEn/+5BMtG9n0hSPcfmXU2mNWzSHAyggFbSJlVgsaKkiFtNwEn4I+7HXB9ESApkQTPlxaaab7vk/YOqr3/Dlm/PaBoAB7ESSeH0TK79eiUomKSrLQaFwTB/CcUhEk8z91Du+PL/ulhMfonpDrZvbMH18OUKw5cca4k0RHMvCn+NHGAbSNEE3WPntGppqWjLcck+2WzpzOS/fMQUrbrWt9kUIlC/AkpkrcGxFTlGu+7LUkYYOCj54/LMMttrzf8Xjt73DsgXrsEnnB5YSJ2nRWttCTXUEZfrIzfehEkn+X3t3Hh9XXe9//PU5s2RPmjZd0jbdF4GWtkBLWcoOZQcXuCqioMjiRUBU9CJXFoGruIACLuBFFgW88POil0UU2cEiBUtXWrrQFZquSbPNdr6/P85QIhZIkMk5k7yfj8c8HpnJdOadybvJyXe+5/vNNW6FTJamTc0sfuG1sKNLxHW0prjmMzfR0tSGy/+BabEYzouxfMFafN8RLysjXprA4omds6Se+O3zYcaWIvHoHU/y5zufItuRDk7NN8N3jnRLG68+tRjXkaZuRB1WXgplZcTqBpBJZXj6/jlhR5ci8J3Tb2bDikbcWxtmZbP47R1sXLOFdEkF1NRQWpYIlk1qace8OK8vXEPjms2h5paec+1nbqalOQWJRLCmdDZLe2sK58WgIkFmeC3+4P64mMczTy8NO+57cMHfrt299JCwzpn9vnNuT+fcVOBB4Nv5248BxucvZwM/Cylfr1GZSDJlUBXkgJyHSxnWFn9rvXWcg7Z0lo60Hyy0jWNGfQM/PfjkMGNLkRi3ez0JCw4S8bxgPbrSkrfv4Hls2bAdlw0GWczgxC8cxAmf006v8v6mHPwRzIvl1zjM4pzbuVs1sRiutIz29mx+42FH/ZhBfOWWcxhQXxtqbom+YePrqe5fFaw954Bk8u1u5W1vbAYvtnNjy4M+MZMv36iZdPL+9pw5FpJJrLQEqipxnsdbS9g4HH5LK9vWbg42WgJKypOc9s2TmD57SoippRgkyxKM3bMhOC025+PSGVxHx84/Hp3vk+lIk7NY8DsT2G3mOC67+4IwY0uRGDtlBMmSWDDbtyOFa22F/DF8sOGlsWVTCxaL4wjOzjr+vKM45asnhJpbisO0Q3bDkgmsJIkl4sGxfH4fBpfJ4m/eStu2Fpwf7PkxcGQd//6TzzN07JCQk0tP2Wv2FCydDn6nGbhUsA8MpSX4+b/5APr3L+eyKz4aWs4uifAgcCjz6p1znadpVbBzSJKTgDtdcNQyx8z6mVm9c07bjn5ANyy+m5K6eYxNVLJi7WDGVPdnSE0pWWumfUcZC5o2UVGbwvMc7T5kcjEWtm1k0gAt8i/vzfd9/vPE60insvmZJo5xkxsgHqOsIs78Z5fhUhnwPAzINe+AWIz0lmaqayvCji8R9/g9z/GXu54Bgj8yKmoqGL3nKJq3tjB41CD+9uf5uI4UZN8eHH5zRZqJMyaEnFyKwSVHXEXTpqbginmMndRASXmCdFuaxg1bad6YDgbwyB+T+TlWL17HyN2HhxdaisLmN7bxs/+4NziyrSgnlowzbr8JdORyDGqo5W+/fhZyOVw6Hcw+d472VAf1e4wkkdTprvLebrrgdl57cWX+mmPI6IHUDetPy440ybI4r81didXWYvEYrqUVMhleX7yeCXuNDjW3FIdvHHk1qbZUcOzueUyYNgp8n0QyxpKFG/Db01hVJThHrnET5qCtqZ3awf3Cji4RN+ehv/PQrY8HVzyP8ppyRk1qYMemJoaNG8ych+ZBLBZsQJjJQsxjy6YWJu6r4/q+Ys3KRh56aCGuuhKamqkZUEVZWYL2nE9TysHGTcQaN5Peezxbt+6gvq4y7MjvLcJrAoe2e46ZXWNma4HTeHsm8DBgbae7rcvfJh9QWyYNDsqJ87HJY2hMvsl6W0JzciXLGzdjTUn8VFCD4f2qIOZo35Bjn5/8jD+9ptMS5b35OR8D9jlyEnXD+rN83usse2YhCx5bAD5YIjgV0TyjrCKJ8zz++Nu/8emJX6FtR3vY8SXCOtrTwQcGp3z1ONpbO1j8wmtsWLGRuY++guXe2kEYBgwfgFdehpWX8aUDL+cX3/ptiMmlGKTy/Ro8ZhC77TeelfPX8NrcFayYt4rmxmbMM3AOA2oHVOKc4/UFqzm+8jOsXrIu3PASab7PzqkNx5yyNyUdbSyds5QVacecl9dCMoGVlQGQLC/BK0lgiQTXfep6Ljjo8p2zN0V2pb0lOHaKJ2McdeZhbG5sYemC9axft52VSxvxKt/+o3jImEGY59GRyvLJ8Rfx+D3PhhVbikQuP+t32qF7MHh4LcteXM7S5xez+JkluIwfzAZ2Ljiury7FJeI89cwqPjn9cnY0tYWcXqKsoz218+NTLzqGju0tLPnrMjasaOSvv5+LS6V2nh1TO7QW8zyc77jw0O9wg47r+4RsNhccPnnG4KE1NK3fzBtL1tDUnA4mnCXieA4Sm1pIbG7nc0f/kNUrGsOOvWtvrQnc3UsPKdggsJk9ZmYLd3E5CcA59y3nXAPwG+D8t/7ZLh5ql6+GmZ1tZnPNbO6mTZsK80X0At+aegZnDD2bY4YfzSNvLiDnOxq3l7Fs1SBSHQkM6GgtoaWxnNXrUsRShjnD9x23vfhS2PFDo369P8/zuPWla/n6L77Aa6+sZfOG7TjPw6usCE6thuD06lgMl87S0ZLCkkkcsHVLGyvmvR5m/NCoW11z7OcP5ar//RrfvPN8/ud7D5BLZch1pMi0dey8j+XX2tyyYSteeVlwaqzvePj2p0JMHi71q2tueeUHfOWWcxm5ewNL5izHOUc2ncP5nXYazmZx2SzbNzfvXDc43Z7mmd+9EGLycKlf72/QsFpuePgSvn37OfzxF4/RuqMD5yC+pZXYlh3BBpcxD29oPbmSMvxMLlh2xDmWvriClu19cyBF3eqar992Hl+/7Vw+e+WpPPbbOfjmkUtngrOt3lrqLZ3GtbaxceXG/GxzcL7jvhseCjd8iNSvrrl92Y+55PbzWfvqet5c/gZ+WzuWLMElEkBw3JV7cyN+JkNHyscrL4d4jO1bWlg2v2++Qapudc0hn5jJ1f/7VS779fnc+90HyLanyLW2k2neAX5+WcpcDj+TYduGbbj8cZfzfR67s+++gdWX+jVmQj3fv+dcDjhxEm8uXoczD+vfHyvJLzVZEYwxxLLBUm65rM9TD78Sbuh35cD53b/0kIINAjvnjnDOTdrF5ffvuOvdwMfzH68DGjp9bjiw4V0e/xbn3D7OuX0GDhz44X8BvUTMizG2egS3Ln6a0kSGmOfT3pYk5xvxARmozBCcyxPDyOGX+JS2GfFmmFrRd5eEUL+6Zujowaya/zpN29qCAV/Ln/ngxUiUlwa3+T7EYuD7JBP55YMTcYaM7Zv9Ure6bs+DduPmC38VzDwB3iqYn0qBn8Plf1laLIafzVFaUQK5HEOH9d3TEtWvrimvKqOmroq/PfhSfl1gf+e6dLG4t3PDJef7wXpknY6Who3ru2vTqV9dM3HaSO7/3u/ItqeCNxAM8B1+RwrLZnCxGJbJ4NIZMKioTkIuR8wcVX10uSR1q2s8z2O3GeO44/L7gp9ZzgVrtjoHpQksEcecj8tkyKXS+L5PvH4Afl0/xh8zI+z4oVG/umbwiEFsXLuFzeu3Bjfk30QgFideWY6fSWOJYOMu15EibjnMDC+RYEhD39yPQd3quj1n7cZPv3UfFo/l92F4e66fl4iDBetO+7kcxGKUV5aA7zOof2l4oUPW1/o1dMxAnnjqlWBJmpgHJQloacO1tUE6TWpYJX6qHRfzIB5j5IQIH5NHeE3gUJaDMLPxna6eCLya//gPwGctMBNo0nrA/5ptHe2c8fhvaeqIk8sZqfYEdZVJxg+swo87KPexpjjmwGtN4LXFKBuSJNEBe4/S2ofy3p6673nu/9GD+G1twcY3nsceM8fRr76WHMFmceaywfqHGKntrSSSMfoNqqaypjzs+BJhzjmu/NSNtLRmsHgcb2Ad8X5VjNtnLOCCU8ayWawkEcw2z2TwSpPgHFMP2T3s+BJxqxas5rozbgquuGBpkVGTGhg4oo5sJvf2HfMzUcj6VNZWEE/GGbmbfjfKe7vre//H4vlvBIO/iQR4cXafUEdpWyvZ1jZ8c5DwIJfDKykl7SWJJWKMmzIy7OgSca1NbXzr5B/g+37wezCdprxfBcP3GIGVlOBKksGbDYBhGFCRjEFtNVP2HRt2fIm4v/5xHvfe+Kdg5l0yiVVVsses3eg/up6cF8OrqiJeUQqpNGYeuSyUeI7q2grt9yHvyTnHd/7tR2x+bS1gWDyGV1rC+H3GYskkeLFgaTczzPPw29rxO4IlIqbO2i3s+NJDfnjjo2SqaqAkgSUTVPergEwG60hDVQVWXU22rgqvqZlYwmP4qIgOjPfV5SDex3fzS0PMB44CLszf/jCwElgO3Ap8KaR8vcbS7ZvYnGrFN4+W1jKyuRjlsVL2rx1CFR62PQ45D+c8ciUOP25spp0rzzqKI6eMf/8nkD7tiXufI5fJ4bLBbCbzPA48eToxg5Kk4be0kGvPBKf0GDgzsq3t3PXyNZRV9N13deX9dbSmmP/cUrxYDOtXg1VVYjXVHPPFIymvq3l78aBMFnwfryRJe1uGY8+bzTnXfSbU7BJ9rzy1mI6Wjn+4bfjEYQwY2p+yyrJg9lPOh/xQCkDr9jZueuFaxuypgTp5b0/c/wKYYRXlWL8avOpKTj3jQOKlCZJD66CuFn97S3CfRIJczjF8yjh+/Pw1YUeXiFu3/E02bdgG5mH5mcAlpQkmzxxLIpfBNe8I9mOoqsSrrsTKStmxsYmLLjycw4/ZM+z4EnHP/uFlslkfSybxKsrxYjH2nb0nCZelNOZwTU34FsPKSrGSJM736Wjcyl1Pf5MqTe6Q95DL5njxkb9j+Tfe8R3kfE668DjKqsvwknGIeVhpCVZRBn6OtqZWDvnEDC646fNhx5ce8tLc1/ESieAMl2yOISP7k6ipgIpyLJOjZG0TyZWNuB1tfPGcWYydqJnAH0Qo2xA75z7+Lrc74N97OE6vtu/gBq6YcSQb2rbzdOMyLBfn0r0O4sE3L+G4PRxzFx3Lq9kmzPewrEEqmDWQa+q5NUmkeH3phjMZO3UUry9ay+rlmxg1qYHXF61ly4Zt+L5PMhkj3ZH/gZbLbyjh++QyWWKxZLjhJdLKKku54t4LWPK3Fcx7fhmprOOkM2Zx4zk/J92WYtCYIWxavSl/Ohn4bR14pUmaG7eHnFyKwdGfP4x0e5rGtZuZ98RCqgdUMetj0/mv024EYOCIgWxau3lnv946MMtl9btR3t+3bjuH5x/6O6++uJxNW9uZfshu3P7t37KjsYlkXT9iORecPZOfzWmJOB2+vb0etci7mLDXaC748Rm8sXIjf3vkFby4ccZVp3Dp7KvBwYjJo1i7chMGuEw2OEumJEn7O970EtmVz3/7YwwdM4g1C1azYvF6GiYMZfvmFhrXbME5R2lVGanM28slWUkS6vuRyfokdFgv7yGeiHP1g//BwmdfZf7zr9HW1MYJZx/Oz772a9p3dNB/+AC2bWzCWX5twUQCsllatrWGHV160HVXfYI/PfwKS5o7qKpIsuql10ht2UF8whj8tg7wfTJD+5Fcu5V0WzrsuO8twhv9hjIILD3HzDhtwjQATm7enZMf/zln/fVujh0WI5nwuf3E4/jio39h0erNkICSNz1KMsawY2pCTi7FYFBDHaf/5ykAfPezP+Evdz5BeV01Dhg0ZjBX3HEeFxx8JTnfBe/65nxq+lcSi8fCDS5FYd/ZU9h39hQy6SwfG3gWP3p6wc7T80+9+HjWr9zI7+94Ds/zyDbvwG/vYPRuw0JOLcWgtLyEU79+EgCP3f0s3z/7Vl5bcAcAsUSMm+d+l7Mnf5Wmbe0AuHSKeDJGVW1laJmleIyd3MDYycEWF2dNvpj/ufIeEqXBxkpTpo/m6C8cwTVf+AUk4uT6lxN3SYZPrA8zshQJM+Pozx0MwOwzD+WL+1/B5affQnDGguMbvzqXX1xyD4teWN7pTQXH0KieMiuRMmBIP0772vEA/OTiX/Pwr56kLD/Dt7a+luse+CpfOvJasq0dWEUZ6Ukjqe5fQVzH9dIF02dPZfrsqeRyPh8dcCY/Pu9WvJIEmMdJZx1CRzrHPdc+ENw5f6bDqEkN7/2g0qtMmdTAlEkN3FFRyr03/QVXVgns4MjDxvPY7+aSS+eIZQznHMMjvUdHz87s7a6wloOQELzRugPfOXLO8cgT+/L0nw9hSMUwrph5xM512evqyrj1S59g/4k63VW6Z/nLqwBo29qCN244h3/xCMZNHcVH9h2XP+U1zt5HT+VXi36oQWDpFuf7pNrTwaljnkeyvIyZx+3FWVd/ilgshgNKy5NccMPn+MylHw07rhSZFfPXgHOkOzJY3OMjM8ZRW1fNKV87MbiDczR8ZCi/XHg99WP65oaW8sFtfL0RgEw6SzwZ45gvHMZBH5tBdV01ZkaiI8dRXz2Sq287K+SkUmy2NzaTy/nB5m+lScqrKxg7ZTRfuv6zO89iqK4p5eq7z2e/Y6aGnFaKzfL5qwFob+nAGzmEg884hBEThjBl5jggeENi+vAB3H37OSSTmlcm3eDczrMTXDaL52c54IS9Of2SE/FiwfBUaV0t517/Ob74vdPDTCohWbpwPQ5wleUkqys56rQDqRvcDwPiGcf5PziN/Y/fK+yY786RX/akm5ceokHgPuSg+nFUJzLUlbax56w1fPrEOgD6l5aSbIZ4C5x50HRmjNU7btJ9J55/TLARXDxO6bo32G/f0QBU15YHs1FiMb5995cpLS8JOakUm2RpkvrRdTjnk0jGGbn7MAY2DCBZmsBvbia3rYkJ00Zz/NlHhB1VitCxZx688+CrpKKCwz8TzLKrGVCBy6RxmTTfuPPLDB0b5RkHElWzPj4TzEhWlNFv6ED22P8jAMSHVJMaXkN5eQkXn3cUsZgOyaV7dp8xFi/VjmtpJVFRzgGn7E8s5lHVL782qxknnDebfY7UWsDSfSeeeRAQnJZf6uDAQ4PNuWoGVeOyOTCPy2/6LBWV2uNDuicWjzFq6lhIxEkk4zRMqGfo2CHE4jG8ygooL2P01NF8/MLjtUxSHzX7uCn4cfBfW0VNVYJRuw2ltLIE4nGS5UlOKIa/+SK8JrCOOPuY3ZkMHTEyLsOcba/w9y1rWbTqTcq3e5Rv8fjsXtPCjihFavox06ior8MM2praeOq+OayYv4btW1rBOWYcvocGgOUDO/Tf9gcg3Z5m+curWPj8Mpa9tBKXTuP5Wc686pSQE0qxGjquniGjBmFmpDsy/OXu53j1hddYu3QD4Og/pB8T9xkXdkwpUod+5iBKBg0gm3VsbWzi+QdfZt2qRjZOHkTrtHqOu/ZjYUeUIjZ99jQsESedyvLCH+exeM4ylry4gljcw4BTLjw67IhSpKYdNonyqjKsopz21hRPPvASKxasZcuydbjWVibvOZSK6rKwY0qROuK0A4mVJEm3pXh94VrmPbmIVYvW4mej1UW4AAAOm0lEQVQyxHB87hvHhR1RQjRp+mjKzCCdoXHNZp66fw4ZLwFlpRx+2qyw43VNhAeBde5GH7B460Z+PP9ZLtjzABZv3M4mqyHlezSR5Pn1v4KMR0PVIPZoGExcM1Gkm+772Z/ZsHoLBx07hVRrCjCIefzuxj/yu588Qv+GOqpqK5h9epH8wJbIaG1q5ccX3cUBx+/FqgVrIB7HEnEM45Jjv4dzjiFjBpNIxhm1u85gkO55/v/m8pffPMsXrv0UG9dsJtfRAZ7HoueW8OUDLiORjFM9oIrZZx4adlQpMr7v89OLbqffwGqqBvcn256C0hL89nZuuur38J0/MOjw8SRrKjhw+oSw40qRWb10A7dfeT+nfuU4Vi9Zj0tncM6xY2M7Fx18BWbGwFGDGfGRoXrzXbrtgbueY9Wrb3DkCVPpaE+TbdyGlZfx8C8f56FfPk5VqVHVv5Kjzzwk7KhSZNpb27n+7FuYPnsKry9Zj28e1q8flkpx6Uk/AOcYtvsILGaMmzwi7LgSgh3b27jxsvsYM2k4qfYMxOKQy3L9F3+OV1lOzbiRHHR8MSxv5IJlDCNKg8B9wJmP/Q8bW9t4uXEDvz75U5z8+7to3OpROqA9eMPBg+u+fCx7DxoedlQpMpvf2M4vb34CczB0VB2f/trx/Pqa30F+13OAXNZx3+qbQk4qxej682/n2Ufm8+yD8/jNwu+y9uj/YsOarcHmcL7DgOPPPYpTLj4h7KhShL7zyR/jZ3O0NrVx7f9dwjePvCrY7TwWwzlHNpPjtsU3UFNXHXZUKTJ/uuNJfn/TIwDc/OL3OODk6Tz/yHyc9/Z6+CM6jHtvOyesiFLE/vOUG9i4fhvz//oaNzx6KRfM+jat21sx27nFBxfffCZ7HT451JxSfNpaOvjFlcHGXAMGV3PmZSdzy1d+Few7mEhgQCaV5YGNvww1pxSnG//9v3ninmd54p5nuX/Tbaxa+iarV2zC5XK4bBYMZh03hTOvPDXsqBKSH15yDy/8fi7PPhDjsI/O4LFfvonLZQFwznHjQxczuL5fyCm7wIFzPbfGb3dpELgPmDV8NPcvXcysoaOYOKCO5z99Li9v3MCEAbU8/cZKRlfWaQBYPpCaukrK40Yq4zPtwImMm9TAzGOmAMGB5KqFa5l18oyQU0qx2vfoKTz3x/nUj+xP7eB+/OKFa3jp8UWM2m0YC559lXgyxkEf2zfsmFKkRu0+jJUL1rLfCXuz12GTuGP5jbyxspHawdXMe3whUw6ZpAFg+UAmHfgRYvEY8WSc4RPruexX5/LKc8sYMKQfq5eso6k5xSEnRnhDE4m0GUdM5sE7nmbK/hNomFDPna/ewKLnlzJyj+G89KdXGDJ6kAaA5QMpLU9SWVtBa3M7ex8wgT32HsW0g3cjm8mRyTqWz1vJAcfvHXZMKVL7HrcXj931FANHDKRmQBU3PXYpLz21hJEThrDwmVfB4JBTZoYdU0I084hJvPDgywybOJSv/+R0jvr43pSWlzB/zjImH7xHcQwAFwFzPbj2RKHss88+bu7cuWHHkBCY2UvOuX0K+RzqV9+kbkkhqV9SKD3RLVC/+ir97JJCUr+kUNQtKST1q296t+97TXyg26/65G4/3qPbftkjx/CaCSwiIiIiIiIiIiLyr4rwZFsNAouIiIiIiIiIiIj8K5zbuT9SFGkQWERERERERERERORfpZnAIiIiIiIiIiIiIr2X00xgERERERERERERkd7KaSawiIiIiIiIiIiISK/lAF+DwCIiIiIiIiIiIiK9l4vuchBe2AFEREREREREREREipkDnO+6fekKMzvazJaa2XIz++YHyaeZwCIiIiIiIiIiIiL/CucKMhPYzGLAzcCRwDrgRTP7g3NucXceR4PAIiIiIiIiIiIiIv+irs7s7aYZwHLn3EoAM7sXOAnQILCIiIiIiIiIiIhIjyrMmsDDgLWdrq8D9u3ug5hz0d21rqvMbBOwugeeqg7Y3APP80FFOV+hso10zg0swOPupH4B0c4GhcnXm7oF0f4e9sVsvalfUf7+QbTzFeXPLlC/8qKcDYq0X+rWTlHOp9+N768vfv8+LPrZ9f6i/D3si9mKtV9hf6/CfP4P47l3+X03sz/mH7+7SoGOTtdvcc7d0ulxTwFmO+fOyl8/HZjhnPtyd56kV8wE7ok/dgDMbK5zbp+eeK4PIsr5opzt/ahf0c4G0c/3bnqqWxDt10jZCkM/uwJRzhflbO9H/Yp2Noh+vnejbgWinC/K2d6P+hXtbBD9fO9Gx/UBZSuMQvQr7NcjzOcv5HM7544uxOMSzPxt6HR9OLChuw/ifWhxREREREREREREROTD9CIw3sxGm1kS+CTwh+4+SK+YCSwiIiIiIiIiIiLS2zjnsmZ2PvAoEANuc84t6u7jaBC4e255/7uEKsr5opwtKqL8GkU5G0Q/XxRE+TVStuIW9dcoyvminC0qovwaRTkbRD9f2KL++kQ5X5SzRUWUX6MoZ4Po54uCKL9GylY8wn49wnz+sL/2D8Q59zDw8L/yGL1iYzgRERERERERERER2TWtCSwiIiIiIiIiIiLSi2kQuAvM7Ptm9qqZzTez/zWzfvnbR5lZu5nNy19+HlK+o81sqZktN7NvhpHhHXkazOwJM1tiZovM7ML87VeY2fpOr9exYWeNAvWrW1nUrW6IerfyWdSvIhX1fqlbxSvq3cpnUb+KVNT7FaVu5fOoX92gfnUri7rVDVHvVj6L+lUEwu5ST/ZEPfhnWg6iC8zsKODx/ELM3wNwzn3DzEYBDzrnJoWYLQYsA44E1hHsGPgp59ziEDPVA/XOuZfNrAp4CTgZOBVocc79IKxsUaR+dSuPutUNUe5WPp/6VcSi3C91q7hFuVv5fOpXEYtyv6LWrXwm9asb1K9u5VG3uiHK3crnU7+KRJhd6umeqAf/TDOBu8A59yfnXDZ/dQ4wPMw87zADWO6cW+mcSwP3AieFGcg594Zz7uX8xzuAJcCwMDNFmfrVdepW90S8W6B+FbWI90vdKmIR7xaoX0Ut4v2KVLdA/eou9avr1K3uiXi3QP0qGiF3qUd7oh78Mw0Cd9/ngUc6XR9tZn83s6fMbFYIeYYBaztdX0eESp1/N2ka8EL+pvPzpx3cZma1oQWLLvWri9Stbotat0D96k2i1i91q/eIWrdA/epNotavyHYL1K8PQP3qInWr26LWLVC/ilVPdym0nqgHAQ0C55nZY2a2cBeXkzrd51tAFvhN/qY3gBHOuWnAxcDdZlbd09F3cVsk1vgws0rg/wEXOeeagZ8BY4GpBK/dD0OM16PUrw+XuvW2Iu4WqF+RV8T9Urciroi7BepX5BVxvyLZLVC/OlO/Plzq1tuKuFugfkVKhLsUSk/6ag92JR52gKhwzh3xXp83s88BxwOHOxcspOycSwGp/McvmdkKYAIwt8BxO1sHNHS6PhzY0IPPv0tmliD4T/Yb59zvAJxzGzt9/lbgwZDi9Tj168Ojbv2jIu4WqF+RV8T9Urciroi7BepX5BVxvyLXLVC/3kn9+vCoW/+oiLsF6lekRLhLPd6TvtyDXdFM4C4ws6OBbwAnOufaOt0+0IKFrTGzMcB4YGUPx3sRGG9mo80sCXwS+EMPZ/gHZmbAfwNLnHM/6nR7fae7fRRY2NPZokj96jp1q3si3i1Qv4paxPulbhWxiHcL1K+iFvF+RapboH51l/rVdepW90S8W6B+FY2Qu9SjPVEP/plmAnfNTUAJ8OegQ8xxzp0LHARcZWZZIAec65zb2pPBXLCj4/nAo0AMuM05t6gnM+zCAcDpwAIzm5e/7VLgU2Y2lWC6/+vAOeHEixz1q+vUre6JbLdA/eoFItsvdavoRbZboH71ApHtVwS7BepXd6lfXadudU9kuwXqV5EJrUsh9EQ9eAfLz/wWERERERERERERkV5Iy0GIiIiIiIiIiIiI9GIaBBYRERERERERERHpxTQILCIiIiIiIiIiItKLaRBYREREREREREREpBfTILCIiIiIiIiIiIhIL6ZB4JCZ2QAzm5e/vGlm6ztdv9zMFpnZ/Pz1ffP/5kkzm9vpMfYxsyfzHx9iZk2dHmOemR2R/9xtZtZoZgtD+WKlx6lfUijqlhSS+iWFpH5JoahbUkjqlxSKuiVdpa4Uv3jYAfo659wWYCqAmV0BtDjnfmBm+wE/AvZyzqXMrA5Idvqng8zsGOfcI7t42Gecc8fv4vbbgZuAOz/Mr0GiS/2SQlG3pJDULykk9UsKRd2SQlK/pFDULekqdaX4aSZwdNUDm51zKQDn3Gbn3IZOn/8+cFl3HtA59zSw9cOLKEVM/ZJCUbekkNQvKST1SwpF3ZJCUr+kUNQt6Sp1pUhoEDi6/gQ0mNkyM/upmR38js//FUiZ2aG7+Lez3jGdfmzh40qRUb+kUNQtKST1SwpJ/ZJCUbekkNQvKRR1S7pKXSkSGgSOKOdcC7A3cDawCfitmZ3xjrtdza7fTXnGOTe102VFYdNKsVG/pFDULSkk9UsKSf2SQlG3pJDULykUdUu6Sl0pHhoEjjDnXM4596Rz7nLgfODj7/j840ApMDOMfFLc1C8pFHVLCkn9kkJSv6RQ1C0pJPVLCkXdkq5SV4qDBoEjyswmmtn4TjdNBVbv4q7XAJf0TCrpLdQvKRR1SwpJ/ZJCUr+kUNQtKST1SwpF3ZKuUleKhwaBo6sSuMPMFpvZfGB34Ip33sk59zDBdPvO3rmmyicAzOwegrVYJprZOjP7QmG/BIkw9UsKRd2SQlK/pJDULykUdUsKSf2SQlG3pKvUlSJhzrmwM4iIiIiIiIiIiIhIgWgmsIiIiIiIiIiIiEgvpkFgERERERERERERkV5Mg8AiIiIiIiIiIiIivZgGgUVERERERERERER6MQ0Ci4iIiIiIiIiIiPRiGgQWERERERERERER6cU0CCwiIiIiIiIiIiLSi2kQWERERERERERERKQX+/+ar7NBb7rGLgAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1728x360 with 10 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(1,9,figsize=(24,5), sharey=True)\n",
    "K = 2\n",
    "x = tsnedat['TSNE1']\n",
    "y = tsnedat['TSNE2']\n",
    "\n",
    "\n",
    "curr_filter = normal_filter\n",
    "for i in range(9):\n",
    "    sc=axs[i].scatter(x,  y, c=W[:,i], s=2)\n",
    "    axs[i].set_xlabel('TSNE1')\n",
    "    axs[i].set_ylabel('TSNE2')\n",
    "    axs[i].set_title(\"Factor \"+str(i+1))\n",
    "plt.colorbar(sc)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Histogram of cell factor weights by cell type:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x180 with 9 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(1,9,figsize=(14,2.5), sharey=True)\n",
    "cells_group1_idx = list(np.where(cellparams['group'].values == 1)[0])\n",
    "cells_group2_idx = list(np.where(cellparams['group'].values == 2)[0])\n",
    "cells_group3_idx = list(np.where(cellparams['group'].values == 3)[0])\n",
    "cells_group4_idx = list(np.where(cellparams['group'].values == 4)[0])\n",
    "cells_group5_idx = list(np.where(cellparams['group'].values == 5)[0])\n",
    "cells_group6_idx = list(np.where(cellparams['group'].values == 6)[0])\n",
    "cells_group7_idx = list(np.where(cellparams['group'].values == 7)[0])\n",
    "for k in range(9):\n",
    "    axs[k].hist(W[cells_group1_idx,k],20,alpha=0.5,label='group1')\n",
    "    axs[k].hist(W[cells_group2_idx,k],20,alpha=0.5,label='group2')\n",
    "    axs[k].hist(W[cells_group3_idx,k],20,alpha=0.5,label='group3')\n",
    "    axs[k].hist(W[cells_group4_idx,k],20,alpha=0.5,label='group4')\n",
    "    axs[k].hist(W[cells_group5_idx,k],20,alpha=0.5,label='group5')\n",
    "    axs[k].hist(W[cells_group6_idx,k],20,alpha=0.5,label='group6')\n",
    "    axs[k].hist(W[cells_group7_idx,k],20,alpha=0.5,label='group7')\n",
    "    axs[k].set_xlabel('Weights of factor '+str(k+1))\n",
    "    axs[k].set_ylabel('Frequency')\n",
    "plt.legend(fontsize=6)\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Histogram of cell factor weights by activity program usage:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1800x360 with 9 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, axs = plt.subplots(1,9,figsize=(25,5), sharey=True)\n",
    "programs_idxon = list(np.where(cellparams['program_usage'].values != 0)[0])\n",
    "programs_idxoff = list(np.where(cellparams['program_usage'].values == 0)[0])\n",
    "for k in range(9):\n",
    "    axs[k].hist(W[programs_idxoff,k],20,alpha=0.5,label='Activity program off')\n",
    "    axs[k].hist(W[programs_idxon,k],20,alpha=0.5,label='Activity program on')\n",
    "    axs[k].legend(fontsize=10)\n",
    "    axs[k].set_xlabel('Weights of factor '+str(k+1))\n",
    "    axs[k].set_ylabel('Frequency')\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Heatmap of cell vs factors, weighted by cell weights:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[   0  332  683 1056 1437 1807 2133 2500]\n",
      "['Cell Type-1', 'Cell Type-2', 'Cell Type-3', 'Cell Type-4', 'Cell Type-5', 'Cell Type-6', 'Cell Type-7'] [166, 508, 870, 1247, 1622, 1970, 2317]\n"
     ]
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 504x504 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib.ticker import (MultipleLocator, FormatStrFormatter,AutoMinorLocator, FixedLocator)\n",
    "cellparams['tmp_idx'] = range(cellparams.shape[0])\n",
    "rearranged_rows = cellparams.sort_values(by=['group', 'program_usage'])['tmp_idx'].values\n",
    "## set up ticks for plots\n",
    "wgt_labels = [str(i+1) for i in range(9)] # list of weight labels\n",
    "wgt_tick_positions = range(9)\n",
    "# set up ticks for separating known cell groups\n",
    "switch_idx = [(cellparams['group'] == i).sum() for i in range(len(set(cellparams['group'] ))) ]\n",
    "switch_idx = list(np.cumsum(switch_idx))  \n",
    "switch_idx = np.append(switch_idx, len(cellparams['group']))\n",
    "print(switch_idx)\n",
    "# set up ticks for labelling cell types\n",
    "cell_group_ticks = [switch_idx[i-1] + int(np.ceil(0.5*(switch_idx[i]-switch_idx[i-1]))) for i in range(1,len(switch_idx))]\n",
    "cell_group_labels = ['Cell Type-'+str(i+1) for i in range(len(set(cellparams['group'])))]\n",
    "print(cell_group_labels,cell_group_ticks)\n",
    "\n",
    "plt.figure(figsize=(7,7))\n",
    "## plot heatmap ##\n",
    "plt.imshow(W[rearranged_rows,:],aspect=.005,interpolation='nearest')#,aspect=.001)\n",
    "plt.colorbar(label=\"Factor Weights\")\n",
    "ax = plt.gca()\n",
    "## set ticks and labels for weights ##\n",
    "ax.set_xticks(wgt_tick_positions)\n",
    "ax.set_xticklabels(wgt_labels,fontsize=15)\n",
    "ax.set_xlabel(\"Factor\", fontsize=15)\n",
    "## set (major) ticks and labels for cell groups ##\n",
    "ax.yaxis.set_major_locator(FixedLocator(cell_group_ticks))\n",
    "ax.set_yticklabels(cell_group_labels,minor=False,fontsize=15,ha='right')\n",
    "## set (minor) ticks and plot separators (can remove this part if needed) ##\n",
    "ax.yaxis.set_minor_locator(FixedLocator(switch_idx))\n",
    "ax.tick_params(which='minor', length=0)\n",
    "plt.grid(True, which='minor', linewidth=2,color='White')\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Correlation plot of NMF gene factor weights vs genes expressed in each identity programme (this is only known as we are simulating the data):"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 504x504 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "factors=9\n",
    "x=factors\n",
    "metadata=8\n",
    "correlation=np.zeros((metadata,factors))\n",
    "for j in range(factors):\n",
    "    correlation[0,j]=pearsonr(H[j,:],geneparams['prog_genemean'][TPM.columns[np.where(gene_counts_stats.high_var.values)[0]]])[0]\n",
    "    correlation[1,j]=pearsonr(H[j,:],geneparams['group1_genemean'][TPM.columns[np.where(gene_counts_stats.high_var.values)[0]]])[0]\n",
    "    correlation[2,j]=pearsonr(H[j,:],geneparams['group2_genemean'][TPM.columns[np.where(gene_counts_stats.high_var.values)[0]]])[0]\n",
    "    correlation[3,j]=pearsonr(H[j,:],geneparams['group3_genemean'][TPM.columns[np.where(gene_counts_stats.high_var.values)[0]]])[0]\n",
    "    correlation[4,j]=pearsonr(H[j,:],geneparams['group4_genemean'][TPM.columns[np.where(gene_counts_stats.high_var.values)[0]]])[0]\n",
    "    correlation[5,j]=pearsonr(H[j,:],geneparams['group5_genemean'][TPM.columns[np.where(gene_counts_stats.high_var.values)[0]]])[0]\n",
    "    correlation[6,j]=pearsonr(H[j,:],geneparams['group6_genemean'][TPM.columns[np.where(gene_counts_stats.high_var.values)[0]]])[0]\n",
    "    correlation[7,j]=pearsonr(H[j,:],geneparams['group7_genemean'][TPM.columns[np.where(gene_counts_stats.high_var.values)[0]]])[0]\n",
    "\n",
    "\n",
    "from matplotlib.ticker import (MultipleLocator, FormatStrFormatter,AutoMinorLocator, FixedLocator)\n",
    "from matplotlib.pylab import *\n",
    "## set up ticks for plots\n",
    "wgt_labels = [str(i+1) for i in range(x)] # list of weight labels\n",
    "wgt_tick_positions = range(x)\n",
    "plt.figure(figsize=(7,7))\n",
    "## plot heatmap ##\n",
    "plt.imshow(correlation,interpolation='nearest',aspect=1.25)#,aspect=.001)\n",
    "cb=plt.colorbar()\n",
    "cb.ax.tick_params(labelsize=12)\n",
    "cb.ax.set_ylabel('Correlation',fontsize=15)\n",
    "ax = plt.gca()\n",
    "## set ticks and labels for weights ##\n",
    "ax.set_xticks(wgt_tick_positions)\n",
    "ax.set_xticklabels(wgt_labels,fontsize=15)\n",
    "ax.set_xlabel(\"Factor\", fontsize=15)\n",
    "labels=['Activity','Cell Type-1', 'Cell Type-2', 'Cell Type-3', 'Cell Type-4', 'Cell Type-5', 'Cell Type-6', 'Cell Type-7']\n",
    "ax.set_yticks(np.arange(len(labels)))\n",
    "ax.set_yticklabels(labels,fontsize=12,ha='right')\n",
    "ax.set_ylabel(\"Identity Programme\",fontsize=15)\n",
    "plt.grid(True, which='minor', linewidth=2,color='White')\n",
    "plt.tight_layout()\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Run cross-validation with a Kullback-Leibler divergence cost function:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [],
   "source": [
    "sqrt_TPM_hvgs=np.sqrt(TPM_hvgs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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    }
   ],
   "source": [
    "from scipy import special\n",
    "p=-1\n",
    "seeds=[10,123,1001,101010,234567]\n",
    "training_costs=np.zeros((30,10,5))\n",
    "test_costs=np.zeros((30,10,5))\n",
    "for i in seeds:\n",
    "    np.random.seed(i)\n",
    "    p+=1\n",
    "    nrows = 2500\n",
    "    ncols = 2000\n",
    "    pmask = 0.3 # mask 30% of entries\n",
    "    M=np.random.choice([0, 1], size=(nrows,ncols), p=[pmask, 1-pmask])\n",
    "    Z_init=np.multiply(M,sqrt_TPM_hvgs)\n",
    "    ntest=[]\n",
    "    ntrain=[]\n",
    "    for n in range(10):\n",
    "        Z=Z_init #Z_init is the same for all n_components\n",
    "        for l in range(30):\n",
    "            print(l)\n",
    "            model= NMF(n_components=n+1, init='random', random_state=0, beta_loss='kullback-leibler', solver='mu')\n",
    "            U = model.fit_transform(Z)\n",
    "            V = model.components_\n",
    "            UV=np.matmul(U,V)\n",
    "            Z=Z_init+np.multiply((1-M),UV)\n",
    "            training_cost=((special.kl_div(Z,UV+1e-10)).sum(axis=0)).sum(axis=0) #KLD\n",
    "            training_costs[l,n,p]=training_cost\n",
    "            test_cost=((special.kl_div(np.multiply((1-M),sqrt_TPM_hvgs), np.multiply((1-M),UV)+1e-10)).sum(axis=0)).sum(axis=0)\n",
    "            test_costs[l,n,p]=test_cost\n",
    "    ntest.append((1-M).sum())\n",
    "    ntrain.append((M).sum()) \n",
    "    print(ntest)\n",
    "    print(ntrain)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plot cross-validation results:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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QaDS/XETkVxjLbOzAmMjwEoZW5n/1nafRaDSXA1pI0mg09eGNIRh1wJhFtQno5zItXaPRaC5L9HCbRqPRaDQajRuuiPUxxPAJ9Z2IeIjIADH8djm2SmmYt/nT5VFq/kaKyE43x1uLiFsjTjF8M/Vwd6wB+fZ3XrdHRMaL6dtNRO4TJ59lmrNHRF4Uww/YKW51ziHNx53XMBKR/9a3HIZzHzJnbt1SV1zNqZj3w1vnGucc8v+tiOwSEXt997sYPvJ2mM+nzU7hr4nIjY1RNo1G454rQkjC8NP0mVLKppRapZTqppTqhuEHqZwLYF+hlMpRSt15+phnTH8MlwiOfGYqpeabu/fhZqbbuSKGr7xzOV/qWKbgl8wyDPc655PHMex9AFBK3WKuIO0Wlz7UjZOLl5435OQK85rzz06MWZZrGhB3gPmcchamZmDM7NNoNBeIS+1FdbaMxJi+7MqdwHJleid3Rgyv69+I4cpki4h0MsOfEJEfxXAT0uB1kZw1TKZm62MzjU8wnNg64g0UkY1mnp+Kufim+XX5vBm+w1zrKBJjOvAfza/O68XwAj9RRO7EWM/nQ/PYrSKyxCmfX4vIZ27KmSmGJ/gfzC3KDJ8nxnpOq4BpYngT/9yswyYR6WLGCxGRFWY5/ymGy5Zgs/6pIvIOxvTudiLyrhje4Hc5t6VZhpfMdtgsIleLyNdieEkfb8bpb2oH/y0i6WKskzXSLPMOp+sVIiKLzWv2o4j0McNvkJPaxK3i5FndHUqpTUqp3NNc454issFMb4OIxJjhHqYWYIfZXo+IyKMYAuwqs00d9Q4223+CU7rPicifHX1IDFcjU4C7zfLfLSIZIhJixreIyB5xcQxrprNARL414z/g1JarROQjTLcVYrj22Wlujzul8YwY3uNXiMhCEZlohj9gtm+y2d7+Tv3mXTP9fWa7zzH7wjyndEvNev8kxn3XUwwN6z4Rud2pHV+Vk/dfvUuHmOeMMfvHd0Afp3C3/cLl3PYistLMa6UY6x8hImEissSsa7KcfgV2AJRSqUqptIbEreP8A0CQiISfbRoajeYMaYiDt0t5wzA8zavj2LcYa6y4O/Y9pkNejDVx/IGBwHsYi2JagC8wjFgBSs3fSGCnm/ROhGOsATTH/N8Fwz9WDwyXKWuAAPPYJOD/zP+ZwCPm/wmYTl0xHOJOdMrnxD7GYo49zP+CsUpviLn/EXCbm3JmYqzvAjAa+ML8P8+sr4e5PwPTOSeGRm6b+f8t4Cnzv8MhaTAnHaNe55RXS/PXwyxrF6cyPGT+fwNjDakmQAhwxAzvj7E2TSsM/3PZwPPmsccwnc+a9exr/o8AUs3/y4A+5v9A6nAK66Z9Sus51tSRDvArYLH5/yFgsdOxlk71DHZp+2CM9cC+cwpPMcseyck+dB+1HbI+Czxu/h/oyNulfM9hrJHlZ+aThSGo9ccwyu5gxuuOISwFmG2zyyxTD4x1yvzM65HByb4W5JTPVE721XkYTlgFY92mYiAR4/75iZMOmBUw2Py/BEO764XhUsTRt8Zx0tmtD8Z6UR3quR6tMBYlDcF4Dqx3tFk9/eI+pzjLgN+Z/8diOgfGWKfM0dYeQDPz/1qzfVy3X7mUazVOToPdlHs/xofET8A4l2OzcHLwqze96a1xtythdlswxsu0FiLSCuNh/bWbY02ANkqpJQDKXKhORAZivIC2mlEDMVwTNER97kw/4B9m2ttFxLHi+HUY7k7Wi+E9xJvaDm8dmp+fOMPFEZVSSkQWAKPE8FvXC0MIcsdCp983nMI/VUrZzP99MRbCRCn1rYgEieEioi/GasMopb4SkUKn8w8opTY57d8lIuMwZlm2wqi7oy0c7jx2AIFKqRKgRAwbMofdzo/K1O6IyF5ODpvuwPCjBYawEi8nvbE0Na/veuB1EfkQYyj2UB1tcSY0A94Xww2K4qRvr18BM5VSNXDCTU+dKKW2ikioGPZkIUChUuqgGJrDupiDoS2djvFCr8s34VJlzEyrMDVYPTHujx+UsbgpGNdwiVKqDEAMjeP1GIKN43xEZJlTup1FZCrQHOO+cL6vlpn9bwdwWCnl0FbtwhD8tmGsXv+VGX8HUKWUqjbPcdR7INBFDC0pGO0djSFUuONaYLUyHRmLobW1msfq6hfO9OLkfbaAkyuc34h575j3Q5H5//o6ynGm9FFK5YhIKLBCRHYrpRzPmCM0whC6RqNxz5UgJFXgfnXkuzBeBO7cRtTl2FOAl5VSrm4SzgZ30woFWKGUSqrjHIf7EBtnd+3mYnwdV2IIPDUNKFtdjjTdtZGqI/yU88VwmzERuEYpVWgOvThfJ0dd7U7/HfueLnFc4znHsQC91KlT1v8mIl9i2PVsEpFfKcP/3rnwArBKKTXMFGhWm+H1OSqti0UYw8HhGJqYelFKZYnIYTEMe6/FGGJ2G7WO/dNd2/rCwdAYDVVKJYvIfRjaKQcNuZbVSinlGk8pZZeTNnCCoaE65cOmHupqd7f9QqS+KtZ/DUVkLYaGzZWJSqlv6ju3ViZK5Zi/R8QYIu/JyQ8xX4xnmkajuQBc9jZJyvAJ5SEiroJSEic1Jq7nFAOHxJz1JiI+po3F18BYOWkn1Mb82jtT1mC+xMTwA9XFDN8E9JGTdkD+ImJ1n8QJSnD/YD7lmPnwzcFwZzGvnjTvdvrdWEcc5zr0BwrMdluHIYA6NG91+V1rivFiLhJjFefB9ZTnXPgf8AfHjhj+xxCRTkqpHUqpaRjDNrFm+LkISs0whv3AGLZxLsN4x8teRFqa4fVdu48x/NndiSEwueLu3NkYLj3+7aTxc+U3IuIrIkEYgow7ly9rgKFm/wvA0Ayuxbi2t5nnBwK3Op3TBMgVwyltXQLaufI18JCZByJiNctX13X7HsOPW5B5jrOzWbf9woUNGNcAjDqtM/+vxBhCddhJNQVDk6TMSSEuW4MFJBEJcGi0zLoNxDD4dmB12ddoNI3IZS8kmfyP2t7FIzGcxNbn8PRe4FFzKGwDEK6U+h+GLcNGcxhgEXW/5OrjXSDQTPtJ4AcAc1jgPmCheWwT5su7HpYBw8Q03HY5Ng+YaR5zGId/CGQppepzvOkjIt9j2Pb8sY44zwE9zHL+DfidGf48MFBEtmAIPrkYL/RaKKWSMYYtd2EMFa2vt5Znz6OOcopICif9Xj0uhlFyMsaX+XIxDJ3dqhJE5BUROQT4i8ghEXnOTbRXgJdFZD2GrYqD2Ri2MdvN/EaY4e+Z+a5yTUgZzmWbANnKvcH4Kozhom0i4hBq/4Mx1FXXUBsYfe1LjL71gkNr4ZL3Foy+8wOGoDFbKbVVKfWjmUcyxtDvZsyhJgwfgN9j+GZsLA/1szHss7aIMQnin4BnXdfNbLfnMAT9bzDsfBzU1S9wiTPG7OP3YtwPmL8DzGfATxjOjE+LiAwz+1Av4EsR+doMby0i/zWjhQHrzH7yA/ClUuorM54XEIXR7hqN5gJwRSwmKYZn+j8ppe692GW52IixBsxWpdS/6jieiWFU6upUtKHp+wA2pVSNiPQC3lXGcgu/eERkCNBRKfWPi12Ws0GMtXfeqMs2xhTsSpVSr51DHoFKqVJTs7oGw7B4y+nOa0wu9evWUERkGHC1Uup8OKXWaDQN4EqwSXIYwq4SEY96hiEue0TkJ4whrj83YjYRwL/FWAfpOPBAI+Z1XlFKfXGxy3C2iMhkjCGgxhrqcvCeiMRj2Ma8f7EFJLi0r9sZ4gn8/WIXQqO5krgiNEkajUaj0Wg0Z8qVYpOk0Wg0Go1Gc0ZoIUmj0Wg0Go3GDZecTVJwcLCKjIy82MU4J8rKyggICLjYxfjFoNujNro9TqLbojbn0h4//fRTgVIq5DwXSaO5rLnkhKTIyEg2b760Z8CuXr2a/v37X+xi/GLQ7VEb3R4n0W1Rm3NpDxE5cH5Lo9Fc/ujhNo1Go9FoNBo3aCFJo9FoNBqNxg1aSNJoNBqNRqNxwyVnk6TRaDSaXw4//fRTqKen52ygM/rDW3NpYQd21tTU3N+9e/cj7iI0qpAkIs0x/C11xvCgPVYptdHp+BOcXCHYE4gDQpRSRxuzXBqNRqM5P3h6es4ODw+PCwkJKbRYLHp1Ys0lg91ul/z8/Pi8vLzZwO3u4jS21P8m8JVSKhboCqQ6H1RKverwlA08BXynBSSNRqO5pOgcEhJSrAUkzaWGxWJRISEhRRiKHLc0miZJRJoC/TC82qOUOo7hy6sukoCFjVEW+9ECKpf/iP2YD5bmVfgOvgZLy+DGyEqj0WiuNCxaQNJcqph9t06FUWNqkjoC+cBcEdkqIrNFxO0qaKZH8UHA4sYoSOmyHyk66EVFkZ2ig96ULvuxMbLRaDQajUZzGdGYNkmewNXAI0qp70XkTWAy8IybuLcB6+saahORccA4gLCwMFavXn1GBYk65InYffCkMx4e+ynJKmDLGaZxPiktLT3jOlzO6PaojW6Pk+i2qI1uj1PJy8vz6N+/fwxAQUGBl8ViUS1btqwB2LZtW6qvr2+DtFzTp08PuuOOO4oiIiJqzncZbTYbzzzzTPhLL72Ud77Tbgjdu3ePmTFjxsHevXtXnC7usmXLmjz55JPtMjIy/ObOnbv33nvvPeY49sYbbwRPnz49HGDSpEk5EyZMuOzNYxpTSDoEHFJKfW/uL8IQktxxD/UMtSml3gPeA+jRo4c60xVnt61aTpBnNWX2vQTQCX+LL/0S/LGERJ5ROucLvYpwbXR71Ea3x0l0W9RGt8ephIeH23bv3p0C8Kc//al1YGCgbcqUKYfPNJ0FCxYE9+zZs7wxhCS73c6MGTMumpB0JkRHR1e9//77+1944YVw5/Dc3FzP119/PXzr1q2pNTU1dO/ePf7uu+8uCgoKsl2ssl4IGm24TSmVB2SJSIwZdBOQ4hpPRJoBNwBLG6ssH3pYWdKuKRvbtGRNi1zs9iCK/1WEbc/2xspSo9FoNG7IzcVz3Dja3HgjUePG0SY3t/E+1mfMmBGUmJgYFxsbGz9q1KgIm81GdXU1Q4cO7WC1WuOjo6MTpk6dGjpr1qwWqamp/iNGjOgUGxsbX1lZKc7pbN++3ee6666zxsTExMfHx8elpaV522w27r///rbR0dEJVqs1fu7cuS0A9u/f79W9e/eY2NjY+Ojo6IQVK1YEPPzww23Ly8s9YmNj44cNGxZZX5kffPDBtp06dUqwWq3xDz30UBuArKwsz4EDB3bq3LlzXGJiYtzKlSsDAIqKiizDhw+PTExMjIuLi4v/6KOPmgGUlJRYBg8e3NFqtcYPGTKkY1VVVYPf9bGxscd79uxZYbHUPuWzzz5r2r9//+Lg4GBbeHi4rU+fPsVLly5t2tB0L1Uae52kR4APRcQb2AeMEZHxAEqpmWacYcD/lFJljVWIFUlZpHoFcTw0CK/cTHptSeeztHCKP/YmcOAGvHr2bqysNRqNRuPEs88Slp6OX1gY1enp+D37LGHvvUf2+c7nxx9/9F26dGnzLVu2pHp5eZGUlNR+1qxZLa1Wa9XRo0c909PTUwAKCgo8goODbTNnzgyta0gqKSmp41//+tecESNGFJWXl4vNZpM5c+a0SEtL80tNTd2Vk5Pj2bNnz/iBAweWzJ49O2jQoEFFL774Yl5NTQ1lZWWW/v37ly1cuDDYofGqi6ysLM+VK1c2y8jI2GWxWCgoKPAAGD9+fMSkSZPybrrpprK0tDTvIUOGRGdkZOyaNGlS65tvvrlo8eLFmfn5+R7XXHNN3NChQ4unTZsW0rx5c1t6enrK+vXr/fr16xfvyGPQoEEdMzMzfV3zfuyxx/IeeuihOofPsrOzvdu1a3di8lWbNm2qDx065NWwq3Hp0qhCklJqG9DDJXimS5x5wLzGLEeunx9NbIX87BVFdftYtgXu4bnPAvlr/CH42orPkVX43dofETl9YhqNRqM5a/bsMQQkDw8IC6N6zx78GiOf5cuXN92+fXtAYmJiPEBlZaWlbdu2x4cOHVq0b98+3zFjxrQbMmRI0bBhw4rrSyc/P9+jsLDQc8SIEUUA/v7+ClDr1q0LvPvuu496enoSERFRc80115SsW7cu4Nprry175JFH2ldWVsqdd955rFevXhXV1dUNKjMmmkEAACAASURBVHNoaKjNYrGopKSk9rfeemvR3XffXQSwfv36pnv37j0h2BQVFXmUlpbK6tWrm3777bdNX3/99VYAVVVVsmfPHu/169c3efLJJ/MA+vTpU9GpU6cTgt9XX32178xa0kApdco78kp4Z14Rq6NGVFdg8fQlOGsD2KspDokhaib8szSGozU/UbW1GyXz1qBq7Be7qBqNRnNZExVFxeHDeNlscPgwXlFRnNaY+GxQSpGUlFSwe/fulN27d6dkZmbufPXVV3PDw8Ntu3bt2nX99deXzpgxI3TkyJHtT5eWO2FAKeVWQrj99ttLVq9endaqVavq0aNHd3z33XdbNrTMPj4+Kjk5OXXo0KHHFi9e3OLGG2+MctRl27ZtqY66HDlyZHtgYKBSSrFkyZK9jvDc3NwdXbp0qaqrzGBokmJjY+Ndt9OVs23btsezsrK8HfvZ2dlebdq0aZj0dwlzRQhJcy2deH2njYVZLZizejvhWck83qwVRyb/zNrIAWSUrMR2qAvH3v4Re1l9SzlpNBqN5lx4/nkOW61U5OfjZbVS8fzznLGRdUMYPHhwydKlS1vm5uZ6gjELLiMjwzsnJ8fTbrczduzYwilTpuTs2LHDHyAgIMBeXFzs4ZpOSEiIrUWLFjUOe5/y8nIpKSmx9OvXr+TTTz9tUVNTQ1ZWlufmzZsD+/btW5aenu7drl276okTJxYkJSUVbN261d/LyxiVctYo9ezZMyYrK6vWaE5hYaGlsLDQIykpqejdd9/NSklJ8Qfo06dP8bRp00Ic8TZs2OAHMGDAgOLXXnst1BG+fv16PzN+yfz581sCbNy40W/v3r0ntHVfffXVPodQ5bzVN9QGMGzYsOJVq1Y1Kygo8MjLy/NYv35909/85jf1auEuB64I320BKzO5wV6DUEGsWOh5oILr+i/nnejB/Pq2NJ6OHs53Cz/hBgZw7K0Mmt0XgUdYk4tdbI1Go7nsaNWKmsawQXKlZ8+eFZMnT84ZMGCA1W634+Xlpd55550DHh4ePPDAA5GO4aMXX3zxEMDo0aMLxo8fH+nr62t3XTrgww8/3PfAAw9EPvfcc228vb3VZ599tnfMmDGFmzZtCoiLi0sQEfXSSy8datOmTc306dOD3n777XBPT0/l7+9vW7hw4X6Ae+65pyA2NjahS5cuZZ9++mlmVlaWt+vMsKNHj3oMHTo06vjx46KUYurUqVkAs2fPPjh27NgIq9UabLPZpHfv3iW9e/c++Morr+SMGzeundVqjbfb7dK+ffvKlStX7p00aVL+XXfdFWm1WuMTExPLExISGmzz+8033wSMHDmyU3FxsceaNWuavvDCC63T09NTWrduXfPHP/4x9+qrr44DeOqpp3Iu95ltAKLUpbVQao8ePdTmzZvP6Jyc17+j6f/aElgURGmzoxQPzML7oUSu3vs/sjrfQ0zBbpaUxbD2xSXc1T4RO94EDvfFOzasUeqgp/HWRrdHbXR7nES3RW3OpT1E5CellKuN6DmTnJyc2bVr14Lzne7lzIYNG/zmz58fNHPmzEMXuywaSE5ODu7atWuku2NXxHCb/7JmeKU1QyUHEnAkiIAvwwn2a8meuDvombyAtCAr1zfZy/Wv3sK83ANYLDmUfiqUrz1wsYuu0Wg0msuM3r17V2gB6dLgihCSAisKqW5WCMcFMvwJLA7h0KoMvD282dRlFKNSPuPnJq25Wn7mmr9dzSfVXiivDVStbkrhJ3tQ9ktL26bRaDQajebcuSKEJM/2hwgM3I9ctwrKPJAsP5ocyePo7iOICAsS7uTFrI1UenjRz0No8mgIa9skUuG5ENKDKJi5F1WlBSWNRqPRaK4krgghiRd6QZvDIDbkujVYDvsR+Gknjm/YRcXPhj3bXzrexKfF2UjFUUYGhrF1YDk5/e7iiPwDz5+bkv9mJrbCy95GTaPRaDQajcmVISRZo+CTe2HtzbDhBhi1CI/FrQlPiyTvk03Yjhuueu5sdRU/enjhl5/KlLBEXo3ch9/IJ9hjfwPvakXh23lUH9BLBGg0Go1GcyVwZQhJtRCYOwSuX436ezs6VLdh7+x1J45e1SyCfS06EnpgDf9u05M7PLYS/acpbLXPw8szm5L5RZT92GgeVDQajUaj0fxCuAKFJMDTF5bEIh32YHu6PdbmQez54IcTh8N9m3GwbS+67F3BTxF9iC/eSsITk9jssx4vv3Uc/+o4Py8t5FJbPkGj0WguN/Ly8jwcq0YHBwd3DQ0N7eLYd3VUWxd33nlnZHJysk99cV5++eWQM1k9uzE5fPiwxyuvvBJy+piNQ1hYWBeHX7nTMWvWrBadOnVKsFgs3R2LYDp48sknW0VERHTu0KFDwueff/6LXJzwyhSSAILCYVEVFq9yap5oT2SghUPfpJ047OPhxbaOv2Lo/m/Jbd2DjsX7CRs3kp2tK/AMnIdlO+TNKkAd14KSRqPRXCzCw8NtjlWjR48enT9+/PjDjn3HgpB2ux2brW6b0kWLFmV27dq1qr58nnrqqfzTrUp9ocjPz/ecM2fORROSzoSrr766YsmSJXuuuuqqUufw77//3u+LL75onp6evuuLL77Y89hjj7Wv7xpdLK5cIQmga1fkvR/xOOKHeq4DLYoLOLor78RhEWFJhxuZnP0jZS06clV1BQUDu3OoW1ek6bP4HBZy3zyCvUj7fNNoNJoGkZvrybhxbbjxxijGjWuD6TbkfLNz506f6OjohBEjRkQkJCTEHzx40CspKal9586d46KiohImTpzYyhG3e/fuMRs2bPCrrq6mSZMm3SZMmNAmJiYmvlu3brHZ2dmeAI8++mjrKVOmhDriT5gwoU1iYmJcZGRk5xUrVgQAFBcXW26++eZOMTEx8bfddluHzp07x7lqTwC+/fbbgG7dusXGxMTEd+nSJbakpMRSWloqd9xxR6TVao2Pj4+PW758eSDADz/84Ne5c+e42NjYeKvVGp+SkuI9ceLENpmZmb6xsbHxEyZMaFNXG1RXVzN06NAOVqs1Pjo6OmHq1KmhADt27PDp27dvdEJCQlyPHj1itm/f7gOQlZXlOXDgwE6dO3eOS0xMjFu5cmUAQE5Ojmfv3r2j4+Pj40aOHBlxJqMo3bt3r3T4k3Nm0aJFzYcPH37U19dXJSQkVLVu3fr4unXr/Buc8AXiyhaSAO4chDy3CK/kIHzmdcS+NY3yIyW1orzc9lrmFR3E7h3A7QEh/Dfan6pB91PT7GH8qio5MqOA6kM1F6kCGo1Gcwnx7LNhpKf7ERJSTXq6H88+2ziuDYC9e/f6PvjggwWpqakpHTp0qJ4+ffqhnTt3pqampu5atWpV059++snX9ZzS0lKP/v37l6SlpaX06NGj9O233w52l7ZSih07dqS++OKLWVOmTGkN8Le//S00NDS0Oi0tLeUvf/lLXmpq6ikv/fLycrn33ns7vvXWWwfT0tJSVq1aleHn52d/+eWXw7y9vVV6enrK/Pnz9//+97/vUFlZKW+++WbIY489lrd79+6U5OTk1MjIyOrXXnstOzIysnL37t0p77zzTp0uXtauXRtw9OhRz/T09JSMjIxd48eP/xng/vvvb//Pf/7z4K5du1JfeumlQw899FAEwPjx4yMmTZqUt3PnztRFixbtHT9+fCTAk08+2bpfv34lKSkpqYMHDy7Oz8/3cuRx1VVXxbpzmLts2bJ6h8+ys7O92rVrd2ImVKtWrY4fPHjQu75zLgZXhO+20/LXJEj/N57z76JlxyqyKzbjM/p6PHxONs/vgmPpVJLLTbbjTAzvxu7M1fxjxGv8/PFDBJa8QNEcC363NyWg2y/uGms0Gs0vhz17/AgLq8bDA8LCqtmz5xRNy/miXbt2VTfccEO5Y3/OnDktFyxYEFxTUyP5+fle27dv9+vevXul8zm+vr72u+66qxige/fu5WvXrg10l/Zvf/vbYwC9e/cuf/rpp70BNm7cGDhp0qQ8gF69elV06tSpwvW8rVu3+rZu3fp43759ywEc/s82btwY+MQTT+QB9OjRozI0NLR6165dPr179y599dVXWx04cMD7nnvuOda5c+d6hwWdiY+Pr9y3b5/vmDFj2g0ZMqRo2LBhxQUFBR7JycmBw4cP7+SIZ7PZBGD9+vVN9+7de0JwLCoq8igtLZXvv/++ybPPPpsBMGrUqGPjx48/MXyydevW3Q0tjwun2IuJNMiE7IKiNUkO5gyHfiuRGe1oV9yazLnrTjHM7tukFWn+QbQo3MfsTgMZlP8TYb9/n6KgZ/Hx+57jy8oo+LJcG3RrNBpNXURFVXD4sBc2Gxw+7EVU1CmCxPnCz8/vxMt8x44dPv/85z/D1qxZk56enp7Sr1+/4oqKilPeyp6enice4B4eHsohQLji6+trd43TkGe/UkrcCQN1nfvwww8f/eyzz/b6+Piom2++2eoYhmsI4eHhtl27du26/vrrS2fMmBE6cuTI9kopmjdvXuOw29q9e3dKRkbGLkcZtm3bluoIP3LkyPbAwEAFICJuC3i2mqQ2bdocz8rKOqFVyM3N9XbWLP1SaFQhSUSai8giEdktIqki0stNnP4isk1EdonId41Znnrx8IAlVyNRu7H/X3s6BQSx/8MfTokW6R3IwaAYog5vZ03cUGIOrqf5vXMpbLMQ7yYf4rGliuw5pahqLShpNBrNKTz//GGs1gry872wWit4/vnDFyLbY8eOeQQEBNhatGhhO3DggNeaNWuanu88evXqVbpw4cIWYNgS7du37xQtWffu3Suys7O9HfY3R48etdTU1NCnT5+SBQsWBAFs2bLFNz8/3yshIaEqJSXFu3PnzlXPPPPMkZtuuqlo69atfs2aNbOVlZWdeH/X1NQQHR2d4JpXTk6Op91uZ+zYsYVTpkzJ2bFjh39ISIgtJCSkev78+c0BbDYbGzdu9APo06dP8bRp004YhDvsqa699tqSOXPmBAF89NFHzZzz3rp1625ngcux3XbbbbXtVly44447ji1evLhlZWWl7Nq1yyc7O9vboV37JdHYmqQ3ga+UUrFAVyDV+aCINAfeAW5XSiUAv23k8tRPyxbwqQXxK6ZmYiSRgZ4c+jr1lGiBFg/SwrtxY+429sfcTvu8ZKpufZmSmCz8gv4P/+zjZL1ZhL1EG3RrNBpNLVq1quG997L59ts9vPdeNq1aXRCDzj59+pRHR0dXWq3WhPvuu6999+7dS09/1pkxefLkI7m5ud5WqzV+2rRpYVFRURUtW7asNWXLz89PzZ8/f9+ECRMiYmJi4gcMGGCtqKiwTJ48+UhFRYVYrdb4UaNGdZg9e/Z+X19fNW/evKCoqKiE2NjY+AMHDniPGzfuaLt27Wq6dOlSbrVa4ydMmNAmJyfH050mat++fd69e/eOjY2NjX/wwQcjp0yZkg3wySef7H3vvfdCYmJi4qOjoxM+//zzZgCzZ88+uHHjxkCr1RrfqVOnhHfffTcE4JVXXslZvXp10/j4+LhVq1Y1CQ0NrW5om8yZM6dFWFhYlx07dgTcdttt1v79+0eBMRx5yy23HIuOjk649dZbo6dPn37Qw6NBqwpcUKSxhoZEpCmQDHRUdWQiIhOA1kqppxuabo8ePdTmzZvPUynrYPFK1Ii+1ESVUfNSOuWR7Qjq6n4CwfgjKfwzJBavvG0st3jS4+AafLf+l9K82VSIL2G/b4pX69qmX6tXr6Z///6NW4dLCN0etdHtcRLdFrU5l/YQkZ+UUj3Ob4kgOTk5s2vXrgXnO91Lkerqaqqrq8Xf31/t2LHDZ9CgQdbMzMwdXl5epz/5HFiwYEHz7Oxsr8mTJ+c3akaXKcnJycFdu3aNdHesMQ23OwL5wFwR6Qr8BDymlHJertoKeInIaqAJ8KZSan4jlqlhDL8J+b9P8Xr6t8g7kXiMzaAsNJCAVs1OiTozNJ7YYwf4U0g8vy7O5u2WsYy9qQ3+q29D5X7A0VkQMDSQwK7aoFuj0WguZ4qKijxuuOEGa01NjSilmDFjxoHGFpAA7r333mONnskVSmNqknoAm4A+SqnvReRNoFgp9YxTnLeAHsBNgB+wEbhVKZXuktY4YBxAWFhY948//rhRyuxKz3cy8f/0PmzjD5DTPYM9ERbE2/0I5SY/xdOJXbFhZ9iaefwFH2Jy/sHxw//EUnMVe0OOUBqTCwKlpaUEBjbY9u6yR7dHbXR7nES3RW3OpT0GDBigNUkajRsulibpEHBIKfW9ub8ImOwmToGpXSoTkTUYtku1hCSl1HvAe2AMt10w9fv1djjyPyzv/Yp2Lx3HTg4RY69HLKcKSv2BW6sr6FV5jCU3PUxZ8gK+vO5z5Mvh2HKfpFP+MEq929J2tD/frftODyE4oYdUaqPb4yS6LWqj20OjubA0muG2UioPyBKRGDPoJiDFJdpS4HoR8RQRf+BaXIy7LyoeFljSC7HuwP5cBO09gjjw0akz3hwkevmxLzCM1mVH+F/3++m8Zy22W/+DZ4d38GnxIoHZx9n3fBE1ixNZ/nQ5BVnasFuj0Wg0ml8qjT277RHgQxHZDnQDXhKR8SIyHkAplQp8BWwHfgBmK6V2NnKZzowWTeDfAUiTo9Q8EUn7AB+yl9ddxFCxsKd5e64+doC0HuPpeOB78vq9j0d0Cp7+/6WFVw3dQo4T57mfre8VXsCKaDQajUajORMaVUhSSm1TSvVQSnVRSg1VShUqpWYqpWY6xXlVKRWvlOqslJremOU5axKjkJkZeJR6UD2pPSE15fy8JavO6H7ADy06MPzYQY52vZeEwkw2JTxDeXUzvAKWI3KcZh6t6exZhq1Ya5M0Go1Go/klolfcbih39EOe/i/eGS3h7xF4Zx6k7FDdmiAPYFHzCJ4qzaMqejADsLDTs4Cy48F4B/wH8czAx+LP4b8XsntRlV6lW6PRaM6CvLw8D8cqz8HBwV1DQ0O7OPYrKysb7Odi+vTpQQcPHmwUO12bzcZf/vKX8MZIuyE4HPg2JO6yZcuaxMXFxXt6enZfsGBBc0f42rVr/bt27RobHR2dYLVa4+fOndvCceyOO+6IjImJibdarfG33HJLx+Li4stGtrhsKnJBeHo43Psx3t+F4/dFO8q/20FNWf2rqL8UGM6cqhIkvBt3JV3PYs+DrCtpzRpWUhM2iMDAdYSllrPrmcNkbbPVm5ZGo9FoahMeHm5zrPI8evTo/PHjxx927Pv6+jb463PBggXBhw4dapT5+na7nRkzZlw0IelMiI6Ornr//ff3Dx48+KhzeNOmTW0fffTR/oyMjF3Lly/PeOKJJyIKCwstYCxCmZaWlpKenp4SGhpa/dprr4W4T/3SQwtJZ8q8u+GGL/GY15bgfa04/O9NKHv9Q2ZjfJuxEjjWsiV/ePxeho4J47FBLXm+fS+8+23EK/hx2vqV4P+fo6x/IYOio1qrpNFoLlMqcj35flwbvrkxiu/HtaEit9FmWc+YMSMoMTExLjY2Nn7UqFERNpuN6upqhg4d2sFqtcZHR0cnTJ06NXTWrFktUlNT/UeMGNHJnQZq+/btPtddd501JiYmPj4+Pi4tLc3bZrNx//33t3XVrOzfv9+re/fuMbGxsfHR0dEJK1asCHj44YfblpeXe8TGxsYPGzYssr4yP/jgg207deqUYLVa4x966KE2AFlZWZ4DBw7s1Llz57jExMS4lStXBgAUFRVZhg8fHpmYmBgXFxcX/9FHHzUDKCkpsQwePLij1WqNHzJkSMeqqqoGv+tjY2OP9+zZs8LiMou7a9euVQkJCVUAnTp1qm7evHnN4cOHPQFatmxpB0NjVlVVZfklOqo9WxpzCYDLE4vAkv5Iny3Yp3ahzdvHOfjR90SMOsUtXS36e/rQZv8qsiNv4Hi73mQ2acMiz2a8nXgPXFXIsfX/wmNLc+LLh1P51m62tyym14M98fS6fDqbRqPRsP3ZMErS/fANq6Yk3Y/tz4Zx7XvZ5zubH3/80Xfp0qXNt2zZkurl5UVSUlL7WbNmtbRarVVHjx71TE9PTwEoKCjwCA4Ots2cOTN0xowZB3v37n2Kw92kpKSOf/3rX3NGjBhRVF5eLjabTebMmdMiLS3NLzU1dVdOTo5nz5494wcOHFgye/bsoEGDBhW9+OKLeTU1NZSVlVn69+9ftnDhwuDdu3e7zvCuRVZWlufKlSubZWRk7LJYLBQUFHgAjB8/PmLSpEl5N910U1laWpr3kCFDojMyMnZNmjSp9c0331y0ePHizPz8fI9rrrkmbujQocXTpk0Lad68uS09PT1l/fr1fv369Yt35DFo0KCOmZmZvq55P/bYY3kPPfTQUddwd6xYsSIAwGq1nhhKGTZsWOR3333XLDY2tmLWrFkHG5LOpYAWks6GFgHwcRAy8DA1T7Qn4l97yP5iO22GdKn3NK9m7Qg/uIGjLTpS2SKSI01a03vrHJbGDiVkwES4voycz/+Db3osnQutHH51MfkxvnQddovbtZk0Go3mkqNkjyEgiQeGoLSnQbYyZ8ry5cubbt++PSAxMTEeoLKy0tK2bdvjQ4cOLdq3b5/vmDFj2g0ZMqRo2LBhxfWlk5+f71FYWOg5YsSIIgB/f38FqHXr1gXefffdRz09PYmIiKi55pprStatWxdw7bXXlj3yyCPtKysr5c477zzWq1eviurqhrk6Cw0NtVksFpWUlNT+1ltvLbr77ruLANavX9907969JwSboqIij9LSUlm9enXTb7/9tunrr7/eCqCqqkr27NnjvX79+iZPPvlkHkCfPn0qOnXqdELw++qrr/adWUvWZv/+/V4PPPBAh/fff3+fs7ZpyZIlmTU1NYwePbr9vHnzWv7hD3/4+Vzy+aWg37xnS5cOyIwDeFQJx//cnjCpouDHzHpPGdSiA75NWtEkdzutCvcRWFPBxqvG0rr4EC9lrgHPAFrfmUTzP8VxLDgFP1s/InfHkzN9MlnffQD2C+IHUqPRaBqPJlEVVB72Qtmg8rAXTaJO0dycD5RSJCUlFTjskzIzM3e++uqrueHh4bZdu3btuv7660tnzJgROnLkyPanS8vd8JFSyq2a//bbby9ZvXp1WqtWrapHjx7d8d13323Z0DL7+Pio5OTk1KFDhx5bvHhxixtvvDHKUZdt27alOupy5MiR7YGBgUopxZIlS/Y6wnNzc3d06dKlqq4yg6FJchi2O28NKefPP//sMXjw4OgpU6YcuuGGG8pdj3t6enL33Xcf/fzzz5u7O/9SRAtJ58Jv+yJPfY13ZgvsL0bgn5tD6YG6hefnvfy5IzSeqLA+jGzZiX2+zXm5cD8SEMpfI/sRcXAdW8vysfj60uGhPviPaUaRReFf9hTNf2hG/qxfU/TTTLBVXsBKajQazXmky/OHaWKtoDLfiybWCro8f7gxshk8eHDJ0qVLW+bmGjZPeXl5HhkZGd45OTmedrudsWPHFk6ZMiVnx44d/gABAQH24uLiU9zQh4SE2Fq0aFHjsPcpLy+XkpISS79+/Uo+/fTTFjU1NWRlZXlu3rw5sG/fvmXp6ene7dq1q544cWJBUlJSwdatW/0d/tucNUo9e/aMycrKqjWaU1hYaCksLPRISkoqevfdd7NSUlL8Afr06VM8bdq0E8bQjplqAwYMKH7ttddCHeHr16/3M+OXzJ8/vyXAxo0b/fbu3XtCW/fVV1/tcwhVztvphtoqKipk8ODBUffee2/B6NGjT/iKs9lspKSkeINhoL506dLmVqv1snlJ6eG2c+WZOyDtI7w/HIF8UkVpRQrVLa/Bq8kpQ74EA68Cq3fuPOFaYHKLDoy3VTPswFpWt+7B1crO8LxtzA/rin9bHyImd6RwXRXlq67Ds/ITvDe+TvHOGHy7PYp3/IPgpf1aaTSaSwi/VjWNYYPkSs+ePSsmT56cM2DAAKvdbsfLy0u98847Bzw8PHjggQcilVKICC+++OIhgNGjRxeMHz8+0tfX175t27ZU55lxH3744b4HHngg8rnnnmvj7e2tPvvss71jxowp3LRpU0BcXFyCiKiXXnrpUJs2bWqmT58e9Pbbb4d7enoqf39/28KFC/cD3HPPPQWxsbEJXbp0Kfv0008zs7KyvIOCgmpNaT569KjH0KFDo44fPy5KKaZOnZoFxuyxsWPHRlit1mCbzSa9e/cu6d2798FXXnklZ9y4ce2sVmu83W6X9u3bV65cuXLvpEmT8u+6665Iq9Uan5iYWJ6QkODsWL5evvnmm4CRI0d2Ki4u9lizZk3TF154oXV6enrKrFmzWm7dujWguLjYY8GCBcEA8+fP39+1a9fKkSNHdiwrK7MAxMfHV8ydO/fAuV/BXwaN5uC2sejRo4favHnzxS5GbewKBiyDNbdjf3oPR6y5hI3sU6cdUV3+l1b8nME9xVkc7XAjfqV5TLd48YB/EALYS+0cWVyOz8FqKu3ZBLd9ELtvKl6Jj2GJeQR8GqzR/cWh/VHVRrfHSXRb1OZc2kNEtIPbXwgbNmzwmz9/ftDMmTMPXeyyaOp3cKuH284HFoGlv4L4TTCtPeHlQeR8/P3pz3Ph10HRHGl/AxNSFlFZXsCD/kHEFWezXSksgRbCfxdIYFIgFv92lOZ8wd7UuZA8nZrP2sPWJ6AitxEqp9FoNJrzSe/evSu0gHRpoIWk80Vzf1gYjgQfoubJCNp4+ZO7LPmMk/GwePB2/J3s9vLHumk6aZ6+dFV2RlUW8TPgFeVF6ONN8enlQ5hPPw6mZbB28wvU7Hod++cd4IeHoHT/+a+fRqPRaDRXGFpIOp90iUSm5+Jhs1P15wjCLNUUbDq72ZbWFh3Zfe1jvJH+JV5bZ/OhdwAR1RXMsNuxeQn+v/Kn2QNNaN7em27Nf8e363L5eM0fqUmfg1oWDRtGQ1G9S3JoNJpLBHu5nfIV5UTuiqR8RTn2cu3zUaO5EGgh6XxzV29k4gq8s5tS/Vw72wH18QAAIABJREFUmvx8hNJ9+WeVlIjweLfR7Iu+lX7LH6M8awOPWizE11TyLeAZ7kmz3zfBb5AfPSK9+FX4k0z94CDvfvNHqvcvhi8TYM0d8PMvzIZLo9GcEZXrK6neU41d7Nh+tlG5/rKZPKTR/KLRQlJj8Nxw5K6P8Nkchsxtg31bOsePnbKkRINp27Qtq295iwWleQQu+R0ZpXncBAxTdjItgu81vjSf0Az/eC8e6+NNn5CnGTzlAG+tfobjh1bB19fAtzfD4e/gEjPU12g0UJ1ejb3Ajm+FLxIg2H/WmiSN5kKghaTG4oOR0Hcx3ovb4b8pnKLlW1A1Z+/AVkQY1WUkewe+yvBvn4Zv/8p/aqqIVXaeASqaWgj8bSABdwXQvpXi36M88K+cTMeHM3l30zSq85NhZX9Y0Rf2fwRbJsLq2wyD70o9MUWj+SWilKJidQX2o3akqVAeWI4qU1iC9KNbo7kQ6DutsfCwwNKbIW4dljciCDkaRN6i789ZkxMaEMqiOz5gSetrCJrTh+qdHzMVsCrFR4BXjDfNxjfD91ofhlmr+GGiYuPmx2l67z7m7XqbmpJs2DgS9syCmlI4tgtSp52XKms0mvOHUorK7yqpXFuJV2cvvOK88KzxxCPIA98+p67DdqWSl5fn4Vg1Ojg4uGtoaGgXx76ro9q6uPPOOyOTk5N96ovz8ssvh5zJ6tmNyeHDhz1eeeWVkNPHbBzCwsK6OPzKnY5Zs2a16NSpU4LFYunuWAQTYNGiRU3j4+PjrFZrfEJCQtwXX3zRxHGsd+/e0bGxsfFRUVEJo0aNiqipuXjeJrSQ1Ji0DISP2iKhB6iZHEErAslbtu28JD00dihpo1fyu30rYE4ffs5PYSRwPbDVR/Af6E+TsU0IDLXw5uAy1v7FztRZD9LidxkcKutGeaXAkdUcP/QdNQeWQeWR81IujUZz7iilqFxtCEjeV3kTMDSAgIEBZCZk4v9rfyz++tHtIDw83OZYNXr06NH548ePP+zYdywIabfbsdnq1uQvWrQos2vXrlX15fPUU0/lN9QBbGOTn5/vOWfOnIsmJJ0JV199dcWSJUv2XHXVVaXO4eHh4TXLly/fk56enjJ79uzM+++/v4Pj2BdffLF39+7dKWlpabvy8vK8FixY0OLCl9ygUe80EWkuIotEZLeIpIpIL5fj/UWkSES2mdv/NWZ5LgrdIpG/H8aDao7/KYJwL0XsQcX+OWspz6vXr+JpaeHXgrm/mctX/f6P0IVD4D/3s6WqhB5K8QBwtLUnTX7fBL9f+9HJt5of/ljM9PtsfLzq16za2YeNmQMpP+6PZ3kafB4Bm8bA0a3np94ajeasUEpRuaqSynWGgOR/q3+dfrguTXI9YVwbuDHK+M1tFM8PO3fu9ImOjk4YMWJEREJCQvzBgwe9kpKS2nfu3DkuKioqYeLEia0ccbt37x6zYcMGv+rqapo0adJtwoQJbWJiYuK7desWm52d7Qnw6KOPtp4yZUqoI/6ECRPaJCYmxkVGRnZesWJFAEBxcbHl5pv/n73zDo+q2vrwe6ZPeg9JSCPJpIcSWgpNpKkoKEUUUECKoPJdVMCCKAqKoIAgShEVFERA8Hqv7YoiRToBQhKSkAAhDdLb9Jnz/TGAlCioiRTnfZ79nJlT9l6zp/3O2nuv1ScsMjIypn///qFxcXHRl3pPLvDjjz86tmnTJioyMjImISEhqq6uTlJfXy/cf//9IRqNJiYmJib6m2++cQLYt2+fOi4uLjoqKipGo9HEZGZmKp555pmAU6dOqaKiomImTpwY8Ft9YDKZGDBgQKhGo4mJiIiIfe2113wA0tPTlampqRGxsbHR7du3jzx69KgS4MyZM7LevXuHxcXFRcfHx0dv3brVEaC4uFiWnJwcERMTE/3www8H/ZEg1ImJifoL+eQuJTU1VRscHGwCW3R0rVYrMRgMAoCHh4cVwGw2C0ajUSIIwg2bTNvctyOLgG9FUYwCWgNZjZyzQxTFNufLrGa258bwYArC5B+Qn3XBOioG36Vt8NkQQNnaQ01SfZ/wPmRMOMokmQrdgpY4p33Ah6KVCGCBREDSWYXLBBcUoXLu99VxZ+B0WjANb900jqSv5sH39nCCMYinN8C37eB/XaBgoz2hrh07fzOiKKL7UYd+lx5Fu9tRIAHM9IUcNXibbNuZvs3VUl5enmr8+PHlWVlZmaGhoaaFCxcWHjt2LCsrKyvjp59+cjl48OBV45b19fXS7t2712VnZ2e2b9++/t133/VqrG5RFElPT8+aPXv2mVmzZvkDvPHGGz4+Pj6m7OzszOeff740KyvL4crrtFqtMGLEiFZLliwpyM7Ozvzpp59y1Wq19fXXX/dVKBRiTk5O5urVq0+OGTMmVK/XC4sWLfKePHly6fHjxzOPHDmSFRISYpo/f35RSEiI/vjx45lLly79zRQvO3bscKysrJTl5ORk5ubmZkyYMKEC4LHHHgtetmxZQUZGRtacOXMKH3/88SCACRMmBE2bNq302LFjWRs3bsybMGFCCMDUqVP9u3btWpeZmZnVr1+/2rKyMvmFNtq2bRvVWMLcr776yrlRoxrhgw8+cG/dunWDUqm8KIaSk5M13t7erT08PMwjRoyo/r3rm5Nmy90mCIIL0BV4FEAURSNgbK72bnpeG4R+41nU2b5YlGYc8MBnqwBTmqZ6Z6UzS+5awpDYITz278fI/WU+LkM28rRPHMuBhW5S+gx1xJRlwm9jA3LiKdFLMBoEWrvKiBj2LkEtZjPv8VX0ly5BvXMwOARCxEQIHwtKz6Yx1I4dO40iiiK6rToMuw0oE5Wo+6lvQ4EEcEINviaQYtueuMrT0lQEBgYaLs1Wv2rVKo81a9Z4mc1moaysTH706FF1YmLiZfEUVCqVdciQIbUAiYmJ2h07djSaIHPw4MHVAMnJydoXX3xRAbB7926nadOmlQIkJSXpwsLCdFdel5aWpvL39zempqZqAS7kb9u9e7fTs88+WwrQvn17vY+PjykjI0OZnJxcP2/ePL/Tp08rHnzwweq4uLjfHRa8lJiYGH1+fr5q1KhRgffcc0/NwIEDa8vLy6VHjhxxeuCBB8IunGexWASAXbt2ueTl5V0UjjU1NdL6+nph7969zjNnzswFGD58ePWECRMuLq9MS0s7fr32NMa+ffvUr732WsD333+fc+n+X375Jae+vl4YMGBAq6+//tq5f//+dX+lnT9Lcya4bQWUAR8KgtAaOAhMFkXxykR7SYIgHAGKgWdEUcy4siJBEMYB4wB8fX3Ztm1bM5rdfHSQBmFsUY2iwA2LUI9acOfYuh8o92vat2FxzGI+PPUhn7/XGpfooZT3W0I/Zw86V1Yyqe4ESc5+6MsdaKES8fcXSAg0ENLlDB9tdeWR1ydjNExm+B1fMPXeRcRqn8NyZCZnHXpR5Hg/DfJWTWorQH19/S37njYH9v74lX9MX4jgd9IPnyIfyv3KKVIXwc9Xn3Z79Ee4zuZB8jXBWTlorhISTYVarb74Z56enq5ctmyZ74EDB7K8vLws9913X6hOp7tKhcpksoveDKlUKl4QEFeiUqmsV55zPcNQoigKjYnf37p20qRJld26dWvYvHmza58+fTQrV648GRgYaLpmQ9jma2VkZGRs2rTJdfHixT4bN250f+eddwrd3NzMx48fvyrasCiKXJnc9wK/NeTVtm3bKJ1Od9Wo1Lx5885cS9jk5uYqBg8eHPbhhx+ejIqKusqJ4uTkJN599901mzdvdrsdRZIMaAc8KYriXkEQFgHTgRmXnHMICBZFsV4QhLuALUDElRWJorgcWA62BLe3asJLk+ZzjNkdEEQB+WlX9KZq4lq4UWVR4n5HHDThXWMf+vB00dOM/vdoji1sQZsBH3Es7kFGd+rEplot3hUW8hUQXWLFo05GX6MPdw2QwEwTX+cp+ejTwST8azDR/sd4dfhi7olbg7/2v+DbAzRPQUB/kFzX4oZrYk9iejn2/viVf0JfiKKI7gcdhiIDyg5KwvuEEyFc9TMI3C798cpZ2xDbCbVNIL1y9u9otbq6Wuro6Ghxd3e3nD59Wr59+3aXPn361DRlG0lJSfXr1q1z79u3b/2+ffvU+fn5V3nJEhMTdUVFRYqdO3c6pKamaisrKyUuLi7WlJSUujVr1nj269ev/tChQ6qysjJ5bGysITMzUxEXF2eIi4s7l5ubq0pLS1PHxcXpGxoaLgoTs9lMdHR0bG5u7mVOhuLiYplarbaOHj26Kjw83DBx4sRgb29vi7e3t2n16tVuI0eOrLZYLOzbt0+dlJSkS0lJqZ07d673zJkzz4EtEW9ycrKuU6dOdatWrfKcM2dO6dq1a10vbfvPepLKysqkd999d/js2bMLe/bsedF5UlVVJamrq5MEBQWZTSYT3333ncsdd9xxQwQSNO+cpEKgUBTFC5leN2ITTRcRRbFWFMX684+/BuSCIDQ6/ns7IJ/bDsf4nUha/QKtDqIqdqPqGTfcBQPV/zvS5IEeOwR04OC4g7zc5QUytjyK8r0EUqpO8miKiq2eUuRGgV80ct6Z5ILDAAcEpYD1Rx39SmvY/IyWwkwLj06O4+Wvl+E7vpDp6+dyLj8PdgzE+u9wyHoLjFVNarMdO/8kRFFE9z8dhj0GlB2VqPvcrkNsl+JnhuVF8OMJ29bvb5n8mJKSoo2IiNBrNJrYRx99NDgxMbH+2lf9MaZPn36upKREodFoYubOnesbHh6u8/DwuGxZnVqtFlevXp0/ceLEoMjIyJgePXpodDqdZPr06ed0Op2g0Whihg8fHrpy5cqTKpVK/OijjzzDw8Njo6KiYk6fPq0YN25cZWBgoDkhIUGr0WhiJk6cGFBcXCxrzBOVn5+vSE5OjoqKiooZP358yKxZs4oA1q9fn7d8+XLvyMjImIiIiNgtW7a4AqxcubJg9+7dThqNJiYsLCz2vffe8wZ48803i7dt2+YSExMT/dNPPzn7+PhclycLYNWqVe6+vr4J6enpjv3799d07949HOD111/3LSwsVL722mv+F+YxlZaWSmtqaqR33XVXxPkJ7LH+/v6mKVOm/Lm0FU2A8Edmqf/hygVhB/CYKIrZgiC8DDiKovjsJcdbAGdFm/+xIzYhFSz+jlHt27cXDxy4tdNsbNu2je5dukK3r2DXfVTGnMDjnRpqTAKuvdrYYiw1Meln0xn979EcKD6A+4R09K5B6FQuSKxmAoGtEhmtRBFLkQX9Xj2mLNt3QK6Ro+ykJKtaxppPBD5bZ6aD3795+p5FpERsxyI4IAkbiRD5FLhG/ynbbo+746bD3h+/cjv3hSiK6L7XYdh3XiD1vrZA+iv9IQjCQVEU2/+pi3+HI0eOnGrdurU9Ii221WQmk0lwcHAQ09PTlX379tWcOnUqXS6XX/viv8CaNWvcioqK5NOnT79hYuJW5siRI16tW7cOaexYcw63ATwJfCoIggLIB0YJgjABQBTF94FBwOOCIJgBHfDg7wmk2wqpBHbcC32/xeP7vlROOIH7kmrqvj+Ic6+2IGvatybeN57dY3azYPcCpuV9h+gVhZvCGa1PDAVqDyKAfoLAEy1l9GnpBLVWDAcMGA4ZMGWbCPGV8trDSl5/TcFP2+9n2Zr7eWbdYR7rupjhxg9RnnifBpdeOLZ9CvzvAsEex8WOnd9CFEV03+kw7Deg7KRE3euf4EG6/ampqZF269ZNYzabBVEUWbx48enmFkgAN3L11+1Os4okURQPA1feubx/yfElwJLmtOGmRhDgu74wZBseG7pTNS4Pl6VVNPzvEI4924Kiab9cMomMZ1OeZcu6+zgsU1Pt2hLSPsTl+BaS+7zNAf/23CWREgZMcpHw6B1q3LqoMB4zot+rR/uVFmGrjtR2Snq+q0QrtGHLlg8Yvv4NNNIVPH7nUhxr+1NtCUMW8yROCaNA7tKkr8GOnVudywRSZyXqO+0C6XbBy8vLkpGR0VioGzu3KPbb/ZuBz7vDuN24nQmhbpwHcq2A7seDoLvulZ5/iGRPDT1OfM39hz8m4tAK5BXZfPtBZ87NVqP5aSbW2mKmAC2BCXKB7LZKXMa74DTCCVlLGfqdemreqYHv63mwh5kNX3kzaenzfK4/ydQvPyMjzxen7P9DuzaA3M+ewlCWcy2T7Nj5RyCKIrpvzwukJLtAsmPnZscukm4WliUhTD2Ka0kg+kneUCnBsD0NsV577Wv/INNSpxHtFY3RYuS+yPs4/sRxMidmMqvrDFTZWzi5IACWtcUp+9+sspppDXQXBDaHyFEOdcJlkgvKDkpMJ0zUraqjdlUtXpVG/vUvGW+uH4rz/btYdHw//z0ykGDj+yj/F0n64rtI//47rBZ79nI7/0xEUUT3jQ7DgfMCqaddINmxc7PT3HOS7PwR3miL4J6F83OtaHhKinluEZLdR5G1j0Vwv+7gpdfEy8GLeb3nXbVvRrcZzOg2g5yKHDZmbmTDtpmc2/IotB3F3s5T2O4SgK/VzEQPGeN6O+DbTY3hqAHDPgMNmxsQfhBQJiqJa6ckYVZ7LJbV7PzhTcr3LCfF+z1alPclb0kkmZYnieo3kojopntNduzczIiiiPZrLcZDRpTJStR32AWSHTu3AnZP0s3GtGiE94txrPRE+kwgdZlWLIcysZb9fUvtNZ4anu/yPGnj08gdu4/XHbyJWT8A1t7N2bz/MRNoabVwn9DAoQ4qnCe64PSgE1JvKfptemoW1dDw7wbEMjPd+rTggZkv4TT8NDutn2DChf4tnsBnV0s2Tn2c/7w0FmH7G/z09rNUFNsXyNi5/RBFEe1/bQJJlaL6UwKporicbQueRbbrdbYtsH9X7Nj5u7CLpJuRcaEI66pR17rgMKMVFXtNcCwXa/G5v92UcI9wpqdO59DY/eT1W8zcc+nEr38Ay753+MpqJgUIbDjLfL9KZA8723LEtVFgzDRSt6KOutV1GI8bcXSSkzr8YaIm76Os7W6KuZuBCcu5O3IlMT4HaSVbz7Flw3j9mb28/66OHTug2r5ew84tzkWBlGZElapC1UP1pzxIaZ/MoaXwX8xWCQ7mLNLXz20Ga29NSktLpRfi7Hh5ebX28fFJuPBcr9dfd2cvXLjQs6CgoFlGVywWC88//3yL5qj7eriQwPd6zv3qq6+co6OjY2QyWeKaNWvcLj22YMECr+Dg4Ljg4OC4pUuXelzY//PPPztERETEBgUFxY0ZMybwwv4VK1a4h4WFxUokksTrbf9mwz7cdrMy1B/BpQJVfzXCa5EUPXWcQEkBFoMeaWjQDTGplXsrpqZMZSpwqvoUaw+vZoVZy6mIu3neN54Z+mqS9Fm8nORLjx4hGA8bMew30LChAYmbBGV7JYq2CryjO+Md3ZlD88twVVXgLC/Bz+0swV5n6MYPWKwSsn6J5qt1bTlZ3Radqi1q/7Zo4txISACNpskjJNix0+SIooj2P1qMh42ouqhQdfvjAik3F776YDvdojfxYOwTnHSJxbviLLP2f91MVt96tGjRwnIhxcaUKVP8nZycLLNmzfrDUbzXrFnj1bFjR21QUFCTB7e0Wq0sXry4xZw5c0qbuu6mJiIiwvDxxx+ffPXVVy8TdSUlJbK33367RVpaWpbZbCYxMTFm6NChNZ6enpaJEycGr1y58mSXLl20Xbp0idi8ebPLwIEDa9u1a6fbvHnziVGjRoXcmFfz17H/1dzM9POEn+tQ9pDSYkEsebVHCRsKFqMWqSaySdOY/FFC3EJ4vvNTPA+crilg3rHP+czRk53B3bhTkOB8ejsDHIuYNrQdEZVhGPYZ0P2gQ/ezDmWCEmVHJbXSNph1WeRWROLhUItFEUDngf1oKEjDR5nGAL+fcJZ9crHN/NJQ0va05fPCtlSI7ZB4tiU4yo+EBIiPB99myyVux84fQ7SeF0hH/pxA+uUX+GBJCd3dpjIl9RNCot7ndER/1GU5nPMMYEbHexnSjPY3JyV1JbKZ22b6nqg8oQ73CNe90v2Vs37OzRN1e/HixZ7Lly/3MZlMQvv27es//vjjAqvVyuDBg0MzMzPVoigKjzzySJmvr68pKyvL4aGHHgpTqVTWK/OXHT16VDlu3LjgqqoqmVQqFTdv3pwXHh5uHD9+fMuff/7ZVRAE8bnnnisZNWpU1cmTJ+WDBg1q1dDQILVYLMLSpUtPbdiwwV2r1UqjoqJioqOjtZs3bz71WzaPHz++5Q8//OAqlUrFnj171rz33ntFZ86ckY0ZMya4uLhYIQgCCxcuLOjZs2dDTU2NZPTo0UE5OTlqs9kszJgxo+ihhx6qqaurkwwZMiQkLy9PpdFo9AaD4bpHjS7kUJNILr/kiy++cOnevXutl5eXBSAlJaX2yy+/dOnatWu9wWCQXEgk/NBDD1V88cUXbgMHDqy9MnnwrYhdJN3spDjDPj3ypAaCl7clq/Yg0WPBbDqMLLbNDRVKFwh2DWKJaxBLgP11JcyoKeBH3wTWhHRnTUUOLSre5pFWIqM63E/LEy0xHDZgOGggwe85as5l4ytpQG8x4dW/A0KQFy5BA7kYXUl/DirTMJen4VGQRi/vQzzQ8YuLbZdW+5L2v7asXN6O/Oq2mJza4h3aioQEgYQEiI4Glaoxq+3YaR5Eq4j2Ky3Go0ZUXVWou13fKIPFAlu2wIK3zCS6vMuCwS9RIjUSGzSH023GACCtKsCxppxK/8Zzu90KzNw20zenIkft6+hryqnIUc/cNtN3ef/lRU3dzv79+1Vffvml26FDh7LkcjnDhg0LXrFihYdGozFUVlbKcnJyMgHKy8ulXl5elvfff99n8eLFBcnJyVcl3B02bFirF154ofihhx6q0Wq1gsViEVatWuWenZ2tzsrKyiguLpZ17Ngxpnfv3nUrV6707Nu3b83s2bNLzWYzDQ0Nku7duzesW7fOq7Gkspdy5swZ2datW11zc3MzJBIJ5eXlUoAJEyYETZs2rbRnz54N2dnZinvuuSciNzc3Y9q0af59+vSp2bRp06mysjJphw4dogcMGFA7d+5cbzc3N0tOTk7mrl271F27do250Ebfvn1bnTp16qpfxcmTJ5c+/vjjlb9lW1FRkSIwMPBiEtqAgABTYWGh/PTp0wo/P7+L+4OCgkybN29u/giafxN2kXQr0EYFR2TIEqvQrOvI0drdJDztjvnwHmStO4Hk5pla1sHZj2+d/TAAK3VVvKVw5mTqdOYa65l7dA2hDd8wNjGJYdZhuBx2wc0SBYCTyYrwuUCNSw2CUkBQCbat0hFB2QVB2RWVt4DQUsAo0yMY8xD0mbhUHybFbT+94hcik9jCJVRrXTmc24ZtP7RlUUFbqoW2OPpHExsnIyEBEhIgMPCm0Jd2bjMuE0jdVKi7XlsgNTTARx/B22+Dn2wnK8dPJNQnnSfdBrOywwuIvq1R1hbh2FCGQ301Bp8gQoxNHxrk7+JE5Qm1r6OvSSqR4uvoazpReaJZ5qp88803LkePHnWMj4+PAdDr9ZKWLVsaBwwYUJOfn68aNWpU4D333FMzcODA2t+rp6ysTFpVVSV76KGHagAcHBxEQNy5c6fT0KFDK2UyGUFBQeYOHTrU7dy507FTp04NTz75ZLBerxcGDRpUnZSUpDOZri/VmY+Pj0UikYjDhg0Lvvvuu2uGDh1aA7Br1y6XvLy8i8KmpqZGWl9fL2zbts3lxx9/dHn77bf9AAwGg3DixAnFrl27nKdOnVoKkJKSogsLC7so/L799tv8P9aTNkRRvMobKggCjSXJuJ1WbtpF0q2CRgYZnkjblBP3VQoH6rbT/mUvzAd3IGubCjLpjbbwMpTAJLU7k4CDwHxBwqZ2YznZ/nGeP/UTz+97mg3io6g8InDGBbXZjJdexMfXE9EgIupFrLXWi4+56jcm9Hy5G4A6AKkVQWZEkNbTxq2Sdm5nkbStRpD8jIWvOVen5sxWd75b58vJqpboVEH4BKkIbVlNvC4NF0GKVmbAa0gHPFvdtnmW7TQTolVE+28txnQjqu4q1F1+/7//7FlYsgSWLgWZ+SwfPjWVu6JXs1EaQaeYNdTGD0etLWdBQxndZCpG6KvJUzsRZtTyiW/83/Sqmp5wj3DdBU/S2Yazco2n5irPTVMgiiLDhg0rX7RoUfGVxzIyMjI2bdrkunjxYp+NGze6r1u37vTv1dXYn74oio0qgXvvvbcuPj4+e9OmTa4jR45sNWXKlJLHHnvsNz00l6JUKsUjR45kbdmyxeWzzz7zWLZsmfeuXbtyRVHkyiHAC69x8+bNebGxsVdFHv4tofJnPUktW7Y07tmzx+nC86KiInl8fLwuJCTEWFJSoriwv6CgQN6iRYvrToB7s2MXSbcSQRLI9EbStox223qw99kf6fCGJ+b925AldgGF4tp13AASgXVyByqAVcDioK6cCelB5rfVRJzVkSepwM/kzE6fCqY8ENxoHaJVvCiYRMPvPVYh6p0RDS0QDdFYtHpEvRnRKMETJZ4e0ObimgyTreikQHvMFh0yay2Vn2bh8WLqbXU3ZKd5Ea0i2i+1GI9dWyBlZdm8RqtXg9Vi5r1/vcej7WZQbG6gvf90DnaYAmp3Hqg6yUfuoVz4V9of2v22SPj7SvdXzl6Yk6Tx1Ohe6f7KH55kfT3069evbsiQIWHTp08/5+fnZy4tLZXW1dVJHR0drWq12jp69Oiq8PBww8SJE4MBHB0drbW1tVfdbXp7e1vc3d3Na9eudb10uK1r1651a9as8ZwwYUJFSUmJ7MCBA07vv//+mZycHEWrVq2MzzzzTHltba00LS3NQS6XV4ItAe6FXG4dO3aM3LRpU15gYODF+VhVVVUSnU4nGTZsWE23bt0aYmNjY8E2/2fu3LneM2fOPAfwyy+/qJOTk3U9evSonT9/vs+HH354BmDXrl3qlJQUXUpKSt3q1as9+vbtW7+qy03DAAAgAElEQVR79251Xl7exQ/kn/UkDRw4sPb1118PKC8vl5rNZnbt2uXy3nvvFXp6eloUCoX1559/dujSpYt27dq1nk8//XSzvKc3ArtIutVoIcAxHySJZXTcfyd7nvyBDgvdsezfjjQxCVSON9rC38QTeBaYIpHyNTChk5TxB1yJqHDmeAsJi5L8mFVbSBuVGzEKJ4Lh1yIRaKEWkP5hx/yvueNsQsuKWFWIWJaNWJGPWFWINrcXgsSA3OyP1OKHCl9OvVRDvY+csF4K1BEyBKldMNlpHNEq0rClAVOGCVUPFerUqz+kogg//wzz58N//2ubJzf7/37hyc4TEbRHmOrQl0VtX8AalEpQzRk2Wa20dw+9Aa+m+fFz9jM3xxykK+nYsaNu+vTpxT169NBYrVbkcrm4dOnS01KplLFjx4ZcGD6aPXt2IcDIkSPLJ0yYENLYxO1PP/00f+zYsSEvv/xygEKhEL/44ou8UaNGVe3Zs8cxOjo6VhAEcc6cOYUBAQHmhQsXer777rstZDKZ6ODgYFm3bt1JgAcffLA8KioqNiEhoWHDhg2nzpw5o/D09LRcanNlZaV0wIAB4UajURBFkddee+0MwMqVKwtGjx4dpNFovCwWi5CcnFyXnJxc8OabbxaPGzcuUKPRxFitViE4OFi/devWvGnTppUNGTIkRKPRxMTHx2tjY2MbrrfffvjhB8eHH344rLa2Vrp9+3aXV1991T8nJyfT39/f/K9//aukXbt20QDPPfdc8QX7lyxZUjBmzJhQg8Eg3HnnnTUDBgyoBVi1apX7c889F1hVVSXr37+/Jj4+vmHbtm0n/up7+3ciNDaeeDPTvn178cCBAzfajL9Ek9wN1gCdyxGPu7M79DvaLXFD7qxH2i4OHH2awsxmZ5JJy1e1RdQ0VCFxa4nMaqLy7BGsLi1ReEZgVFwekVsBBMLl4umS0vL8OX+U7De+wckiQyYvQSU4IhFM1BpUSI0pKGUy9CIQLMezgwJ5uBxB0byC6XbwFjQVN3tfXCqQ1HeoUaVcPophNsPGjTZxdPAgeHvD1MnnmJQyHXXxh/xHCOKRiKlUth2H3KznVYuBZx28fjOA3V/pD0EQDoqieGXC8b/MkSNHTrVu3doe3fIP8Msvv6hXr17t+f777xfeaFvswJEjR7xat24d0tgxuyfpVsUVOOCF0LWS5EN3seexb4hb6oTDgSwkbWvBJfxGW3hNXpE74OAZwS6xnBQXL6YBFpmK+b/MZ+mBpZgkMu5KnED/jk9gdQ3kNFws3wElwKUSXwD8+W0RFQw05mfzGtKB8s/342BqSbVUi3/XEvwrl0L1Sapr7iMv9wn8dDGoCkxYBJC3kqOKkSOPkCNxvHkmzdv5exGtIg2bGzBlmlD3VKNK/lUg1dXBBx/AggVQUACRkbBiuYWRyctQZL5AUUEdQ1tMZFfHqeAWTK+aM6x1DcQLe6qefwLJycm65ORku0C6BbCLpFsZR2CXB/SqpvPOfuwb8x0R7ypx5SyS+GrwaPKbxibFC5gHbDt27Ne7Yydf5vWex7MpzzL/l/m8u38JX/8yj2Hxw5jRdQZRXlEXrzcAhXCZeLpQ9gIbuXq+tydXCyf3Vl5snd6PMiAOmAY4i5Og9H+4Zy8i1b0LJqua7enPcfLUSDrXuBGQZ0IE5MEy5JFy5JFypG431+T5Wxmr1op+l56QnBC0Ji2qFBUSh5tHkIqW8wIpy4T6TjWqJJtAKiqCd96BZcugpga6drVNzr670x4kBydhOnyIF5Rdmdt5KhbN3fjUn2Ot2UBP18BrtGjHjp0bgV0k3eqogB/d4N5aOn7bh0Nj/0fAQgs+ohQh5n/g0+tGW/in8HH04c1eb/JM8jO89ctbLNm/hHXp63gw7kFmdJ1BtHc0SiDsfGkMC1BK4yIqG/geuHKgfjuwBRgqCMT79SbOrzea2mzk2Yu5QzEXofVLZJZ15bWvX0BlSWFQOzMhp3XovtchbSFFHilHEaVA4i2xT/z+C+h26DCfMSMzyjCdMmFtsOLY1xFBdeP7VLSINHzRgOm4CXUvNarOKo4ehbfegrVrwWqFQYPg6aehY0IZHHkOfviA78UWjAiZw7mOk5EiMF1bwSwnH26bgDJ27NyGNKtIEgTBDViJ7QZdBEaLori7kfM6AHuAoaIobmxOm25L5MB/XGBYA+029OLoxK3o51UThAeC6XMIuFVj89rE0txec21iafdbLNm3hM+OfcbQuKHM6DqDGO+Y37xWCgScL8mNHBeBSmAgti6sBSqwCas3sIksALlLJFEdlhDf7m3iK/YSl/8hTwWPxbVWwrIfn2Dd2tH0jlLzcJKRoFI9+p/1SDwkFwWTNEBqF0zXiaXcguGwAeNBI1jAEUes9VaspVaq06sR1AISDwlSdykSdwkS918fC05Cs/fzpQJJ1UvNjjoV8/vA99+DoyNMmgSTJ0NosAXyVsB/nqdYV8tI9xFs7TgNfGLpXFfC585+BMpvyVRWduz8o2huT9Ii4FtRFAcJgqAAHK48QRAEKTAX2zQTO38WKfCZIzjpSPiwJ5lTfibnlXNECq3AtAqCR4Jw6zoOvR29eePONy56lhbvW8z6Y+uvSyz9FgK24bdOQBa2qEulQDTwKjZvUzpw7Px2p1TBWp8u4NMFAGdzA3H9jtChZgsN+U4MWNUZ/e4AJnQ0MaS9kRZ7DRh2GxCcBJtgilQgC7GvlLsS0ShizDRiSDNgKbSABCSuElBBubkcb7U3gkpAHijHUmXBWmXFXGjGmmG9fFKaHCRu50WTx+UCSuIq+cv9LlpEGjY1YMo2ccxdzRPjbR4kPz94/XUYPx7c3YGK/fD9REwVB5gj68BrrSdjTngYN10VK80GHnD2+0t22LFj5++j2f41BUFwAboCjwKIomgEjI2c+iSwCejQXLb8Y5AAH6jB2UjMO93InbGTw8+eoc1dCWBaAeEjQHC6ZjU3M14OXrx+5+s8nfz0xWG49cfWMyR2CDO6ziDWJ/YP1zkNm0o/jk0gTcM2itn6fLmUGmyi6RiQLnPkmFs8X7glUBnuBL1t58ythJcPOuGRKTJRZuJBlQn/o0aMB40ISgF5hBx5lBx5WPOvlLtZEUURS5EFQ5oBY6YRjCDxlKDuqUaRoKCyCvYv0yNUu5HjJqPDeBXOgZfPSRItItZqK9Yq60XxZK2yYqm0YMo3waXZwASbgLrS+3Th8bXeB9EiUr2uAU6amLNTzfzvVcTGwocfwrBhoFQChgrY9zycWME2iwcP+0+nOPlZBIUzj+sqma/2uPou0Y4dOzc1zRYCQBCENsByIBPbf81BYLIoig2XnBMArAXuAD4A/tPYcJsgCOOAcQC+vr6Jn332WbPY/HdRX1+Pk1MzihURQj5sSciacE6xl5Kxp0l6uBUmt90cqA/AYPK4dh1/I3+lP2pMNXx+5nM2F29Gb9HTzbsbI4NHEur498WYEYFaqZYaeSYlyhqOu7Qiza09mc5RmBS2GScqg5W7j+oZkq8n+ZSIo1GCRWKlzr2OWs8aaj1qqZXJqa8KwaVORq2zGSf3UzgKt3x+yMuQGWW4n3PH46wHKq0Ki8RCjXcNFb4VaF20Nvce8O67rTh+3AWJxIROp8TLy0CfPrb4dILwa0oZ21a87LkgACI4IsEVGS7IcBGl57e2ouLySfZaLNRJTNRJzJcUEzVaAafTXiR5y/B2gJe/V7FTq2fo0DN06FB5vi0rftqvaVW7gnJTHQ/L+vBT15nQsjOh507x0smzhOiaJqj0X/mu9OjR47YMAVBaWirt3r17JEB5eblcIpGIHh4eZqDRKNWNMWjQoJAZM2aUtG7d+qrI1Rd4/fXXvd3c3Cy/F5X67+Ls2bPSjz/+2GPq1KllN6J9X1/fhIyMjIwLyW5/jxUrVri/8cYb/idPnlTt3Lkz89LceFOnTvX77LPPPKVSqbhgwYKCAQMG1AGsX7/eddq0aYFWq5VHHnmk7NVXXz0L8Oqrr/osX77cp7CwUFlWVnb4etq/Hn4vBEBziqT22OYZpYiiuFcQhEVArSiKMy45ZwPwliiKewRB+IjfEEmXYo+T9Ad40wrTJBRxkOODj9NzUiS4p0FsEkjjmr/966Qp+qNCW8Hbu9/mnX3vUG+sZ3DMYF7q9hJxPn/z67QY4PR6yF6IpfoIJ9za8ZVyMstO9eeEsytCPEjDRToXmrn7uIm7s420rBWxCFDpLNCgEDjraEQhV2LwktGv163vexCtIuZ8M4Y0A6YcE1hBGiBF2VaJIkaBoBTQ6WDfPtixw1a2brUlfG0uXFRWQt2thHpYCfW0EOpuJcTDSqiHhQDXy38TrVZbesScCgmFEjkPvH3Je1JxAA5Mwly+j7eEBF4KH4ux/eM4mHUsksgZI1PSlL5Ce5yk32fKlCn+Tk5OllmzZl0W8dlqtSKKIlLp7bEC9dixY8pBgwaFXSthbnPxR0TSwYMHVXK5XBw1alTIpQmE9+7dqx41alTIoUOHjufl5SnuuuuuiPz8/GNms1kICwuL+/HHH7MDAwNNrVu3jt64cWNeQkKCYdeuXWpvb29Lly5doq63/evhRsVJKgQKRVHce/75RmD6Fee0Bz47P9nSC7hLEASzKIpbmtGufw5TJeAoEvBEIrINMv5TfZi7n28NRw4hxL8J8iogCtsA062dq8zTwZPZPWczJWkKC/Ys4J2977AhcwODYgbxUteXiP+7cl1JldBqJISOQFq2k8jshUQWPsIzaoEq9SBWfjiZWas6s7OlnPzecr57QE2Er4XwPBPD9uvxrhUJKZdhklpoKLaid5AgC5Qh9ZciyG6toTlLlQXjYSOGowbEWhHBQUDZUYmytZJ6pZQff4Htn9tE0f79YDw/GB8fbyuCAI6O55BIfAgNta0WE0VbgcYfX/8xCSC56liFCBUWEYXeikJnQbJHh1QG9aKEWoWAu9lqO9FQCUdegBPL2GFxY7jnBApSXwRnPx401LJU5YZ7s/fwrUldSZ1s28xtvpUnKtUe4R667q90P+vs52y+9pV/jGPHjikHDhwY3qFDh7q0tDSnr7/+Ovf555/3T09Pd9Dr9ZIBAwZUzp8/vwQgMTExcvHixQUdOnTQeXh4tBkxYkTZ1q1bXdVqtfW///3viYCAAPNTTz3l7+XlZX7ppZfOJSYmRnbq1Kl+x44dLnV1ddIVK1ac7NWrV0Ntba1k8ODBoadOnVJqNBrdyZMnVcuXLz91qfcE4Mcff3ScMmVKoE6nkyiVSuuuXbtyBEEQR44cGXzs2DEHmUwmvvXWW2f69etXv2/fPvXo0aNDzGazYLVa2bJly4lnnnkm4NSpU6qoqKiYO+64o2bp0qWNRjA3mUwMHjw4NDMzUy2KovDII4+Uvfjii+fS09OVjz/+eFBVVZVMrVZbV61adSohIcFw5swZ2ZgxY4KLi4sVgiCwcOHCgp49ezYUFxfLBg0aFFpdXS1r27Ztwx9xriQmJjbqDt+4caPbAw88UKlSqcTY2FiDv7+/cefOnQ46nU4SHh6u02g0RoD77ruvasOGDW4JCQlnU1JSmiXP3+/RbCJJFMVSQRDOCIIQKYpiNtAT29DbpedcHBO5xJNkF0hNySQBnMBnVDxJ/5OxqW4PA2fHItnnj+B0FpzKIWgByGffaEubBE8HT1674zWbWNq9gEV7F7ExcyMPRD/AS91eIsE34e8xRBBsE7x9ukD9KchZgnveSp5tvZ4pH3dkZ9lkZqwYxLY3FfyikHH//TL87hfxqjJjFUQCtSKORtD9eP43QQoyfxmyQBmyIBnSQCkS1c0TN+gCoknEdNyE4bAB8ykzCCALk6HrqGRHoZzt/xHYPhWOHrV5aGQySEy0rQjr0gVSUsDDA7IrYHg6ZMhcCTPDc/EQ6fl3vQoB20oIKd+kmVFqLRhlAgqziMFBAnmr4PA0zmoreFzZm80d/w/C+xKqr2YdAp1Ubn+Xobck22Zu863IqVA7+jqaKnIq1NtmbvPtv7x/s6QpycvLU61cufJkt27dCgAWLlxY6OvrazGZTHTu3Dny4MGDVVf+idfX10u7d+9et3Tp0qLHHnus5bvvvus1Z86c0ivrFkWR9PT0rE8//dR11qxZ/r169cp94403fHx8fEzfffdd3u7du9WpqalXrSjRarXCiBEjWq1fvz4vNTVVW1FRIVWr1daZM2e2UCgUYk5OTuaBAwdU9957b0R+fv6xRYsWeU+ePLl07NixVTqdThBFkfnz5xcNGjRIdS1P0o4dOxwrKytlOTk5mQDl5eVSgMceeyx41apVp2NjYw3ff/+94+OPPx60a9eu3AkTJgRNmzattGfPng3Z2dmKe+65JyI3Nzdj6tSp/l27dq174403Sj/55BO3tWvXel9oo23btlE6ne6qH6N58+ad6d+/f91v2VZUVCTv3r37xeN+fn7GgoIChU6nE/z9/S/OX27ZsqXxyJEjN8yl3tzLnZ4EPj2/si0fGCUIwgQAURTfb+a27VzgERDUEjweiubOPXKyvz1BVF8vLDpH6vKdcdIJyG+e0bcmwUPtwat3vMq/kv7Fwj0LWbR3EZuyNv39YgnAKQTazYf4l+HkaqTZi+gmf5jtTz/L2Vcmsujr8bz/oRff71Dxf0/oiXCw8F+JlE80Kmp7QEKxmQEFZnoWmnHfo4dfbNVKfaQXRZMsUGZbEXaDMJeYMR42YjxmRNSLWBwl5Lqq2Jih5D9rJOTk2M5TqyEpCV56ySaKOnWyLZ2/krccKiiIK8Vi0nNa4cizKhfeaLASIJHjIlUiSFUgUf46OamZ6DBexf5lepRaK3KXclLbTsC853sWi1E8FzwZQ/IzKIDXzAb+pXKzB567DipPVKodfR1NEqkER19HU+WJymaLhRAYGGjo1q2b9sLzVatWeaxZs8bLbDYLZWVl8qNHj6qvFEkqlco6ZMiQWoDExETtjh07Gp0ENnjw4GqA5ORk7YsvvqgA2L17t9O0adNKAZKSknRhYWFXeT7S0tJU/v7+xtTUVC3Ahfxnu3fvdnr22WdLAdq3b6/38fExZWRkKJOTk+vnzZvnd/r0acWDDz5YHRcX95vzpq4kJiZGn5+frxo1alTgPffcUzNw4MDa8vJy6ZEjR5weeOCBiyHmLBaLALBr1y6XvLy8i6Hja2pqpPX19cLevXudZ86cmQswfPjw6gkTJlgveT3Hr9eeK7jqyysIAqIoNrr/RtGs32lRFA9jG1K7lEbFkSiKjzanLf94htiEkuv9YTh84kOuuJfgHs64ufuhPa1EHnsOhFsj59sfwUPtwawes/hXZ5tYWrh3IZuyNnF/9P281PUlWre4cv1aMyJ3As1EiJgAJd/B8YX4lr7InI6vMev+hxn3xki8T36Fi1sW8sJozj4/jQrBi8JHFHz9hAJ6g2upyAM/mRlYZCaqwYz7YQOSg7bfTImr5HLR1MwBLa06K8ZjRgxpRqxnLViAQzVylu1Qsnm/DFEUcHeH1FR47DFb9Ol27UB+ZfRE0Qp1JzBWHuZ7SwOfOQSy1rc7ovpX19FX5wuA0lSPV91pfLXF+OtLCNKfo5WxnGBjBS1N1QQYa2hhaUAuyEGqAqn6iu117pOo8FLo6XfPh1D6E2gL2F3ryginYeR1fRk8NdxlqGWF0gX/Zuvl2w+PcA/dBU9Sw9kGuafGs9mGUNRq9cU/8/T0dOWyZct8Dxw4kOXl5WW57777QnU63VVfEJlMdnEsSSqVihcExJWoVCrrledczzCUKIpCY9/L37p20qRJld26dWvYvHmza58+fTQrV648GRgYeGUygUZp0aKFJSMjI2PTpk2uixcv9tm4caP7O++8U+jm5mZuzAsliuJvTnYXBKFRA/+sJykgIMB45syZi+k2S0pKFIGBgUadTicpLi6+uL+wsFBxqWfp78Z+4/NPoj8I30iR9XMi/N3uNGyoggQTjmPkcPg7iI4FVbsbbWWz4K5255Uer/B/nf/volj6IusLBkYN5MmOT/J17tccLz9OlFcU01Kn4eXQjHO0BAn497OVmkzIfgfZydWsGvYBtQYPyht8iQw8Q5f2RVjavEP2KU9OfCKwyxEOdxFYNUzOKqMcNoB0sUhsgYWeMWa6RZhpXWHC9Zjt98QiExBbyHCKkCEPliH1++vzmkRRRH/CzLltRhxKjciAzHNSPtqnZmO6Agd3iS0VxyM2T1FsrG3S80WsZqjOhqpDUHkQS+Vhtsmd+KzlfWwMfIBqpQcyXSXiuQwwNSCtyMHqGoRYfxZy/g3OARic/SlyDqDIJYBD7kng7A8y5RWGWlFoy3BsKMG5oQQPbTFeDcW0aCgmQJtHSMNpWumKCLRU4y4BNwk0NnpZbrGFdDhigAKHQLK7zYX4YbQw1PGxKNJb6fKX+vOfSPdXup+9MCfJU+Op6/5K97PXvuqvU11dLXV0dLS4u7tbTp8+Ld++fbtLnz59apqyjaSkpPp169a59+3bt37fvn3q/Pz8q7xkiYmJuqKiIsXOnTsdUlNTtZWVlRIXFxdrSkpK3Zo1azz79etXf+jQIVVZWZk8NjbWkJmZqYiLizPExcWdy83NVaWlpanj4uL0DQ0NFz+xZrOZ6Ojo2Nzc3IxL2youLpap1Wrr6NGjq8LDww0TJ04M9vb2tnh7e5tWr17tNnLkyGqLxcK+ffvUSUlJupSUlNq5c+d6z5w58xzYEvEmJyfrOnXqVLdq1SrPOXPmlK5du9b10rb/rCfp/vvvrx4zZkzICy+8cC4vL09RVFSkSE1N1ZrNZmHMmDHqnJwcRWBgoOnLL79037BhQ96faaMpsIukfxp3wjnHw/jWtsOp2It6XRWFGVJClrdCeqAGIerf4HXvjbay2bhULC3au4iFexay+fhmfB19CXIN4nTNaY6XH+eJjk/gqnLFVel6cesgd2h6z4xrDHR8H1rPwfxNCjJzKSHux5EIImEchZJ1JDu7Q6oGXCLBWUNucTsWOLdn9YNeNDwsUFki4/A3Mo5shJPfiUjqrHRoaaZzkJnOwWY0hSb0gNEKJRYZtY4ypC1leMRKCYmUoL7GYIdWC4e2W6ndayDUYKSF2oqoE/joqJLt5Qp842R0mQjPdYHQ0EtGwCxGqM44L4jOl+ojiBYde7w681nIcD6PfZFSlRdSkxbx+BZI/5TwmkLcZFaK247D7BGFqjKLvvmbeWvgf6jWV19eivZSpa+myGygCDgrkVImVVAld6BW4YxW5UaxYxAFvh2gMeFr0kJtEdQVI6kvQaUtx1FXgau+Gg9jNaXlGVR2Hk59aA/w0CAAz5kNzFA6o7q6NjvXgbOfs7m55iD9HikpKdqIiAi9RqOJDQoKMiQmJtY3dRvTp08/N3jw4FCNRhMTHx+vDQ8P13l4eFy2AkutVourV6/OnzhxYpDBYJCoVCrrzp07c6ZPn35uxIgRwRqNJkYmk4krV648qVKpxI8++sjziy++8JDJZKKvr6/x7bffLvLy8rIkJCRoNRpNzJ133lkzffr0s415ovLz8xVjx44NEUURQRCYPXt2IcD69evzxo0bFzx79mx/k8kkDB48uCIpKUm3cuXKgtGjRwdpNBovi8UiJCcn1yUnJxe8+eabxYMGDWoVExPjnpKSUufj43NdniyAVatWuT/33HOBVVVVsv79+2vi4+Mbtm3bdiIpKUl31113VUdERMRKpVIWLlxYIJVKkUql4rx58wp69+6tsVgsjBw5svxCaIaXX37Z97333vOtqKiQx8TExN555501a9euPf0X37bfpdlCADQX9hAAfx1zSAbl5wx46KORiypqKeZj/7U89GYCXi09wT8Xwh4AieLalTUBN7I/qvXVdFrRiVM1pzBaft+jK5PILhNNl27dlG6N71e5XbZPJVP9ptAq3zOJuRnfcrimjjbOSqa1ao1XQE+ozYG680X7a+LwOpkTqyMnszh8HNmOQfiYG5igK2a0RY65vCX5J2Xk5UFJvhVZuRlvkxmNk5k4XwtyqW3idNY5KekVMgqtMrQuMty9oVW1Hg+JlaJ6gZN1Mto6GekRZkYqgbRzMvJUCjw7KEjuKtCixXljzDqoTv9VEFUdsj232vpUlDlzNGgQ60Ie5jPPTpyWOyG1mJDmfYfxyMd4Fe7joagBjGw9knZ+7aioymHu18M5ejaPBN8wpt31CV4ekX/tvTbryTHUkWvSctJipEC02ISVIKVcpqJG7kCd0gWLtPFsagpdOb4nf6Ag5sG/ZMdfwR4C4ObGZDJhMpkEBwcHMT09Xdm3b1/NqVOn0uVXjTE3LWvWrHErKiqST58+/YbETbrVuVEhAOzcpMjuDqXFt6fAsAuqO+DaEMCoki589OhPdJwUSqeBEVDzHUS3B8fbO4WCm8qNeyPvJbMsE0+1J0V1RQS5BjE2cSw1+hqq9dXUGGqo0ddcvjXYjuVX5V/cX2uoReT3bzrkEvlFweSmulxYHS05RH19FQFYOWp0ZK4xmHlR/7q8AnMD1OVCbQ7OdTlMqs3h8Z1D+EHtxzthY3jV/y7miBYG12zkSfWXjI/RIXTSgLMGXDSITpGUV3lz5qgFfZ4ZZ4mZAT4GVBLbvKZaPdQ7CtToBdqFWFHKjNRZBUr8VbTsreCOYCl3mOqh+oBNDJ08aBNENZkgnr9hVniARzuI/D9yfLrymWdn1ik9OC4ISEQr6oKdcGgl0hPfMiC0ByNaP0Kf+9civ0SceHlEMm/4/iYV0G4yFR1lKjr+zjkX8vkVnS8jawsx6qtwMlQiqStF7vnH09/Y+edQU1Mj7datm8ZsNguiKLJ48eLTzS2QAEaMGFHd7I38Q7GLpH8irziAQwwcj4FIIACcn+vIJHM43y76kE/3VDLolTgUh/IQwkuhRZtmX0V0I5mWOo25O+dyvPw47fza/ek5SVbRSr2x/vfFlf5XgXXheW5DLjX6GkrqSzBbzeQAQkMte5UrEGQAACAASURBVOs+xSJR0jW4K6lBqTabZI7g3sZWziMBeosivQ3lnKhM412pklUtB7Au+EHaVx/jyeNvMzR7EUqrEQHwlrvg7ayBtueFk2MUFlMs5opAqr+x4Otiws9VioFaCrSOJDyVQVD1ISg8BOmHoDabi0nTVD7gnggB94JHIni044xDEOsFgXXAIUAQRVzOHoED72PN3Eg77xhGJIxgcL93cLvJlstfyOfnCSQAQ9QefKuvxaTXI/eKp697yA21z87NjZeXlyUjIyPrRtthp+mwD7fdAG70cFujHAUGWxFz4ZT4MVs8zzLotTgCo1uATz1EdAFZ80SrvSn74wbw7PfPkn4unarKKqqEKvRmPWXaMvRm2wrlWO9YugZ3pWtwV7oEdSHAJeA366oH1gCLsSXv9bFaGNdwignnfiagKs0mdOpyoKGAS7PE1pXNwayPwCqpRYYTcuVxHLxm2g46BNo8RO7tft2q/UAQOAdsAD4Ddp6vy6Myj9qDyzGnf0q4XM3IhJEMTxhOqPv1p4y50Z+Ncn7N63czhF21D7fZsdP02Ifb7FybBOCgBGEihK4ZxeNVe1jz1HeEDwuj+6gIqN2BEN0OXOyreZqLCx6tXVW7uC/yPqalTsNZ4cyB4gNsP72d7QXb+eToJ7x34D0AwtzD6BLcha5BNuHUyr3VxflOTsDjwARgK/CORMps5zDecA7jAeApIAkQzDqoz7somlTH1tJQ8ghSUzBmWRFq/68h+VvwaGvzGl1CNbAZWHe+DSv8P3t3HhZl1f4B/HtmgRn2Zdhh2IdhWFxAFDDRV0NNTVRcsLRENNS016U0280ll9c00jTJTH6JFm6v9WqZSyqiiSKyr7KDguz7LOf3x4ghoGKJW+dzXVw1M+d5nsPDCPec5b5hXFcK7au70JDwDWhTJWa5T8G0iT9igPWAJ5rr5K8SAVj/pDvBMMwTw4Ik5k86AL4DMAQQzPVBmNwZZ6O24tsrlZi00gPazWkgDqaAtd1zPf32pIi0RFgfuB6nNe4eLfAX+8Nf7I938S4UKgUSyxJxJv8MzhacxZGMI9h1dRcAwFLXUj3SdDtocjVxBYdwMAzAMKizuW6BupL0PgB9AcznCTHFwB0CA3U2UX5rJQzMTgNCc6CpDNB/AbAcfqcvDVDnK9oL4CiAVgBGzdUwTvkR5Rc3o/ZWJkZJRmHai+swynkUNDtuzWcYhnmGsCCJuRsBMANAfw5IsCFeSHsPkuRvEBl6FiPf7gUXcIHqKsDFA9Do+QWJzN14HB68LL3gZemFhb4LoaIqpFekq0ea8s/g9/zfsTd5LwDAWGh810hTL/Ne+A+Hh08A/B/UU3EzALwNYDbUI0/WrkuBtLVATTqg7wq4LkULgF+gDowOA2gEYChvhEX2URTErkdl8UX0t+qPj/vNxWS3yTDWemz1QxiGYXrU01f8iXk6yADEc0BCOTDHLMyrHo741XH4+fNkKMtbQS9dBqpqn3Qv//E4hAOZiQzh3uHYM2EPihYWIWdBDr4d+y1ednkZSTeSsOjXRfDe4Q2jtUYY+f1IRJxdA4+CWFxWtOAEAH8AawDYARgrECGkz3qMGnwEk/qsxysCEcwBjAXws7IV1tdPQfh/I1C1Rhf4ZTHec3gR6fPScSHsAub2m8sCJOaxKysr40qlUplUKpWJRKJepqamnm2Pm5ubuz3kvWnTJuOCgoIeGThQKpVYvny5+YNb9gwvLy+X8+fPd6v8y5EjR3RdXV1lPB7PKyoq6q6dFZ9//rnI1tbW3dbW1n3r1q1Gbc/PnTvXyszMzFNXV7d3+/aNjY1kxIgRDmKx2L13797SrKwsDQAoLi7m+fj4uAiFwj6hoaE27Y/5/ffftZydnd3EYrH7zJkz73rtSejWG4IQEkUpnfag55jnjBbUczNDAP4b/TC1SYLEX9ZhR8otTPq0FwwVGSBic8DOmk2/PSUIIXAwdICDoQNe7/06AKC4thhnC87eGW1afnI5AEDAE2CA9QAMEg/CBMcXcdnKB9s4fLQQAqJSgHJ44FEVXMqugnvhc9xK3gvKE2Kq2yRMm34SL9i+AA5hn7OYJ8vc3FzZVmJj0aJFljo6OsoVK1Y8dBbvqKgokY+PT6NYLFY86j6qVCpERESYd1Uo92nj7Ozc8t13313/9NNP7wrqSktLeRs3bjRPSEhIUygU8PLykk2ePLnG2NhYOX78+OrFixff7N27t1v7YzZu3GhiamqqOHbsWPLWrVuNFi9ebPXf//73uo6OjmrlypVF8fHxWtnZ2XflZZ07d65tZGTk9RdeeKHxhRdecD548KDeuHHjntgn8u7+hrvrGyeEcAF4PfruME+lV6Fe1O2qj97NaxCSq43oxSdw9WgBUHAD9GoK0NztmovMY2alZ4Up7lOwddRWJM9NRvnb5Tg4+SDmeM9BXUsdVp5dienfvoAtq7VBc09Cs/gSNGuLwL1+Coqs/yF9hw/6N1Vi77j/w40lNxD5ciQC7AJYgMT8JaUAbzZg9S/AaTZgVdqDyz4iIiKMPTw8XKVSqezVV18VK5VKyOVyBAUF2UskEpmzs7PbypUrTXfs2GGYlpamNXXqVMeuRqCuXbumOWDAAImLi4tMJpO5ZmRkaCiVSoSFhVk7Ozu7SSQS2bfffmsIANevX+d7eXm5SKVSmbOzs9vx48e1582bZ93Y2MiVSqWycePG2d2vz2+88Ya1o6Ojm0Qikc2ZM8cKAAoLC3mBgYGO7u7urh4eHq4nTpzQBoCamhrOhAkT7Dw8PFxdXV1le/bs0QeAuro6zsiRIx0kEols9OjRDi0tLd3+xyqVSlt9fHyaOJy7Dzlw4IDe4MGDa0UikdLc3Fzp7+9fe/jwYT0AGDZsWINYLO6Uhfvnn382mDlzZgUAhIaGVp09e1YPAPT19VWBgYENHWvEZWdn81taWjgBAQGNHA4HU6dOvXXgwIEnmifkvm9OQsi7AJYDEBJC2iI5AvV6za97uG/M00QK4CIHWAjobw9H+I0/cPSH3ci91AtjlrqBX58EInUETAyfdE+ZBxBpiRAkDUKQNAgAUNtSi7jCOJzJP4P/VKSixdAeuHEVfD0x9BtuInVRMcx0zJ5wr5nnxUeAWSYgNAPkmYDwI8Dsa3Xuzkfq0qVLgsOHDxtcuXIljc/nIyQkxHbHjh1GEomkpbKykpeZmZkKABUVFVyRSKTctm2baURERIGfn1+ngrshISEO7733XsnUqVNrGhsbiVKpJDt37jTMyMgQpqWlpZSUlPB8fHxkgYGBdZGRkcYjRoyoWbVqVZlCoUBDQwNn8ODBDdHR0aKuisq2V1hYyDtx4oR+VlZWCofDQUVFBRcAwsPDxUuXLi0bOnRoQ0ZGhsbo0aOds7KyUpYuXWo5fPjwmv379+eVl5dz+/Xr5xoUFFS7du1aEwMDA2VmZmZqbGyscNCgQXeyoI4YMcIhLy+vU1Wdt956q2zOnDmV9+pbcXGxho2NzZ2yBFZWVvKioqL7LkwtKyvj29vbtwKAQCCgQqFQ1Xa/u2qfn5+vYWFhcecaYrFYfvDgwSe6+PW+QRKldA2ANYSQNZTSdx9Tn5inlRDANgCDAe4sb4wqkCK35UNEzinHuOXesFABsDQBHGwALhtleFboaephuNNwDHcajupTH+F/OhZoMe8LYXUeRlTnswCJeaSybwdIXABmgDxb/ZvlkTt69KjetWvXtD08PGQA0NzczLG2tm4NCgqqyc3NFcyYMcNm9OjRNQ+ayikvL+dWVVXxpk6dWgMAWlpaFAA9d+6czuTJkyt5PB7EYrGiX79+defOndPu379/w/z5822bm5tJcHBwta+vb5Nc3r1SZ6ampkoOh0NDQkJsR40aVTN58uQaAIiNjdXLycm5E9jU1NRw6+vryenTp/VOnjypt3HjRgsAaGlpIdnZ2RqxsbG677zzThkA+Pv7Nzk6Ot4J/I4dO5b7cHdSra3+W3sPSutBKe3U4H7HdJW38UmnDunuMOdPhBBtSmkDIeRVqHcPb6aU9mhhOeYpNQWANwdkki4cEzZhhvZWRG86AukLL8BvMqCqqgPHzRHQ7pHffUwP+qT/fGidW4v0xO8gFUmxdODSJ90l5jnjBDS1jSTdAPgSoNPIzaNAKUVISEjF5s2bSzq+lpKSkrJ//379iIgI05iYGMPo6Oj7/i3r6g91VwEAALz88st1Hh4eGfv379efPn26w6JFi0rDwsLuOULTnqamJk1MTEw7dOiQ3t69e422b99uEhsbm0UpxdWrV9M6Tk9RSnHw4MEcNze3Tusd7hVc/NWRJGtr69YLFy7otD0uLi7me3h43PdnZ2Fh0Xr9+nUNsVisaG5uJk1NTRxjY+MuR5EAwM7OrrW0tPRO0dCCggK+ubl5t4vp9oTuftz/CkAjIaQXgHcA5APY3WO9Yp5+TgDiCPAmIGyYixkZr0OZ+RO+X3oRzTeqoYpPAUrLgWcso/s/XVuupiNTj2B94Pq/VJ6FYe7nE+CGBGgqvx0gfQI89CLr7hg5cmTd4cOHjUpLS3mAehdcVlaWRklJCU+lUiE0NLRqxYoVJUlJSVoAoK2traqtre1UVsDExERpaGioaFvv09jYSOrq6jiDBg2q+/HHHw0VCgUKCwt58fHxOgMHDmzIzMzUsLGxkS9ZsqQiJCSkIiEhQautflv7ESUfHx+XwsLCuwYqqqqqOFVVVdyQkJCar776qjA1NVULAPz9/WvXrl1r0taubafakCFDajds2HAny2tsbKzwdvu63bt3GwFAXFycMCcn584n1mPHjuWmp6endvy6X4AEAOPGjas9deqUfkVFBbesrIwbGxurN3bs2PuOwr300kvV33zzjQgAdu7caThw4MD7tndycpJraGiofv/9dy2VSoU9e/YYjxs37onWpevuSJKCUkoJIWOhHkH6hhDy2oMOIoQYAIgE4A517YNQSmlcu9fHAvgU6mS9CgD/ppSe6+pczFNIE+pkO4MBEtoHL5zeghs+7yBqWQkCZw2EPQBaVQsisQV4LCUXwzCABaDoiTVIHfn4+DQtW7asZMiQIRKVSgU+n0+3bt2az+VyMWvWLLu26aNVq1YVAcD06dMrwsPD7QQCgarjqM3333+fO2vWLLuPP/7YSkNDgx44cCBnxowZVRcuXNB2dXV1I4TQ1atXF1lZWSk2bdpkvGXLFnMej0e1tLSU0dHR1wFgypQpFVKp1M3T07Phxx9/zCssLNToOKpSWVnJDQoKcmptbSWUUqxcubIQACIjIwtCQ0PFEolEpFQqiZ+fX52fn1/BunXrSmbPnm0jkUhkKpWK2NraNp84cSJn6dKl5ZMmTbKTSCQyDw+PRjc3t4bu3rfffvtN+5VXXnGsra3lnjlzRu/TTz+1zMzMTLW0tFQsXLiwtG/fvq4A8O6775a09T8sLMz6yJEjRg0NDVwzMzPP1157rXzdunWlCxcuLJ8wYYKDWCx2NzQ0VPzwww93pvrMzMw8m5ubOQqFgvz888+Gv/76a0avXr1avvzyy4KZM2fat7S0kGHDhtUEBQU90Vwz3ardRgj5HcAxAKEAXgBQDuAqpdTjAcd9B+AspTSSEKIBQItSWt3udR0ADbcDME8AP1BKpfc7J6vd9pS6DmASBeIJ5FZf4bBnHAyNAjFkpgugqQGOuxOgp93loc/l/fgb2P34E7sXd2O1254P58+fF+7evdt427ZtRU+6L8z9a7d1d7ptMoAWqEeCygBY4QEljQghegAGQZ1pB5TS1vYB0u3n6umfUZo22lfaZJ4t9gBiCbAQ4BfPwYTfF8HMMAZRb59FXUkN6JU0oLCMTb8xDPOP5+fn18QCpGdDt0aSAIAQYgag3+2Hf1BKbz6gfW+o0wSkAugF4DKAtyilDR3ajYM64a8pgFHtp+PatZkNdeUEmJmZee3du7dbfX5a1dfXQ0dH58ENn1HGscaQfuYCXlMr6l75N/ZnaWHAyEC4DjJHhVKODE4r5O3i4ef9fjwsdj/+xO7F3f7O/RgyZAgbSWKYLtxvJKm7022ToB45Og11nqQXALxNKY25zzHeAC4A8KeUXiSEbAZQSyn94B7tBwH4kFI67H59YdNtz4h8AFMocIFA1WsbTg76GS354zF8vhuIBg9cDyfAUA/AP+R+PAR2P/7E7sXd2HQbwzx6j2K67T0A/Silr1FKpwPwAdBlsNNOEYAiSunF249joE4d0CVK6RkAjoQQtp3meWAL4AwB3gE4ieEYFrUGHsP24Pvlv6IyrwY0MQM0uwDILoA7BEBOIdDNXCIMwzAM8zh0N0jidJheu/WgY2+vXSokhLjcfmoo1FNvdxBCnMjtZA6EkL4ANG6fm3ke8AGsBfAzAI4M4kWHMXlELk4d+hYJ/ysEKb6J1twyVF6rxs34QsgzCp9whxmGYRjmT90Nko4RQn4hhLxOCHkd6j97/+vGcfMBfE8IuQagN4DVhJBwQkj47dcnAEgmhFwFsAXAZNrdRVLMs+MlAIkcYIAQgk93YmLdIFDLz1GaUQ0uB3D2MAaf24zqtB7fFcwwDMMw3XbfIOn2SI8/pfRtANsBeEK9CDsO3ajdRim9Sin1ppR6UkqDKKVVlNJtlNJtt19fSyl1o5T2ppT6shxJzzFrAKcI8B5ATsyE12fbUZdaiYKUm7hVWA8DkS6MjDSAvBJAec+ErAzDMHcpKyvjSqVSmVQqlYlEol6mpqaebY87Fqq9l+DgYLvExETN+7VZs2aNyVdffWX0aHr999y4cYO7bt06kwe37BlmZmaebXXlHmTHjh2Gjo6ObhwOx6stCWabd955x0IsFrvb29u7HTp0SLft+fHjx9sZGhr2kkqlsvbty8rKuL6+vhJbW1v3gQMHOt+6dYsLAPHx8YLevXtLNTQ0+q5YscK0/TH79u3Tt7OzcxeLxe4ffPDBQ9dYetBI0iYAdQBAKT1AKV1EKV0I9SjSpoe9GPMPxwOwEsAvBFBK4fjlWBhv9YRwrRQ33tFHUVwlkF8CXEwCim8CKtWT7jHDME85c3NzZVvW6OnTp5eHh4ffaHvclhBSpVJBeZ8PXzExMXm9evXqVNqjvXfffbf8QVmpH5fy8nLezp07n1iQ9DD69u3bdPDgwew+ffrUt3/+4sWLwp9++skgMzMz5aeffsp+6623bNt+RjNnzqw4cOBAVsdzvf/++xYvvvhiTX5+frKfn1/9xx9/bA4AZmZmii+++KIgLCzsruztLS0tZPHixeJff/01MyMjI2Xfvn3G165du28w3NGDgiQ7Sum1jk9SSuMB2D3MhRjmjhcBXOOA6N+CXqYYyOEDGUDxh3qIWfM7WgmA7ALgUgpw4xbLrcQwz5MWOQ8ZeVa4muGEjDwrtMh7JB1/cnKyprOzs9vUqVPFbm5usoKCAn5ISIitu7u7q5OTk9uSJUss2tp6eXm5nD9/XiiXy6Grq9t77ty5Vi4uLrLevXtLi4uLeQCwYMECy7ZRCi8vL5e5c+daeXh4uNrZ2bkfP35cGwBqa2s5w4cPd3RxcZGNGTPG3t3d3bXj6AkAnDx5Urt3795SFxcXmaenp7Suro5TX19Pxo8fbyeRSGQymcz16NGjOgDwxx9/CN3d3V2lUqlMIpHIUlNTNZYsWWKVl5cnkEqlsrlz51rd6x7I5XIEBQXZSyQSmbOzs9vKlStNASApKUlz4MCBzm5ubq7e3t4ubYFDYWEhLzAw0NHd3d3Vw8PD9cSJE9oAUFJSwvPz83OWyWSur7zyivhhVsV4eXk1e3p6dgpAY2JiDCZMmFApEAiom5tbi6WlZeu5c+e0AGDUqFH1JiYmnaLaX375xSA8PPwWAMyePbvi6NGjBgBgY2OjGDRoUCOPx7urY6dOndJ2cnJqkkgkrUKhkI4dO7bqxx9/NOh25/HgIKlTEbx2WPVS5q+zADhGFYBTIrRUOjCvlaC/UApFnDY2Dt+HwvLTAJcC6deBK6lAZQ0LlhjmeZBXbIamZiH4PDmamoXIK37oKZDuysnJEbzxxhsVaWlpqfb29vJNmzYVJScnp6WlpaWcOnVK7/Lly53+xtXX13MHDx5cl5GRkert7V2/ZcuWLndcU0qRlJSUtmrVqsIVK1ZYAsBnn31mampqKs/IyEhdvnx5WVpamlbH4xobG8m0adMcvvzyy4KMjIzUU6dOZQmFQtWaNWvMNDQ0aGZmZuru3buvz5w50765uZls3rzZ5K233ipLT09PTUxMTLOzs5Nv2LCh2M7Orjk9PT1169at91zMefbsWe3KykpeZmZmalZWVkpbgBEWFma7ffv2gpSUlLTVq1cXzZkzRwwA4eHh4qVLl5YlJyenxcTE5ISHh9sBwDvvvGM5aNCgutTU1LSRI0fWlpeX89uu0adPH2nb9Gb7ryNHjuh22anbiouL+TY2Nq1tjy0sLFoLCgo07ndMdXU1z9LSUgEA9vb28vb96EpBQQHf0tLyzjWsra1bi4uL73uNjh4UwV8ihMyilO5o/yQhZCbUySEZ5q8LdAKO5aFZ7wSE1BvcJhNMqQ1HmSAbJyZehOXSJRg8+2WQ8heApCxAXxdwsAL0WHJBhnlmNbUIwefLQQjA58vR1NJjH7htbGxaAgICGtse79y50ygqKkqkUChIeXk5/9q1a0IvL6/m9scIBALVpEmTagHAy8ur8ezZs13+wpk4cWI1APj5+TW+//77GgAQFxens3Tp0jIA8PX1bXJ0dGzqeFxCQoLA0tKydeDAgY0A0Fb/LC4uTuftt98uAwBvb+9mU1NTeUpKiqafn1/9+vXrLfLz8zWmTJlS7e7uft9pwfZkMllzbm6uYMaMGTajR4+uGTduXG1FRQU3MTFRZ8KECY5t7ZRKJQGA2NhYvZycnDuBY01NDbe+vp5cvHhR96OPPsoCgFdffbU6PDz8zlqIhISE9O72p4NO68Vub3bv/gke0J5S+rev8aAg6d8ADhJCXsGfQZE31Fv1xz3UlRimo0+0AC0ZGmJNIfQXAQsA/BcwW22HV0qcULr2Xzj32170i3kRAuV64IYnkJAOiAwBeytA634DnQzDPJWEmk3qkSS+HHI5H0JBp0DikV1KKLzzxzwpKUlz+/btZvHx8WkikUg5duxY+6ampk5/MdtP2XC5XNoWQHQkEAhUHdt0ZxpKXaq08ynvdey8efMqAwICGg4ePKg/fPhwSWRk5HUbG5tuJZUzNzdXpqSkpOzfv18/IiLCNCYmxvCLL74oMjAwUKSnp6d2bE8pRcfivm0IIV12sE+fPtKmpqZOs1Lr168vHDNmTN29+mZlZdVaWFh4Z1SntLRUo/3IUlcMDAwUJSUlPEtLS8X169f5IpHovvfB1ta2taSk5M41ioqKNNqPLHXHg3Id3aCU+gH4BEDe7a9Pbu9EK3uYCzFMJyIA64Hk1cnqfO42AOYB5DoP9BsKQ2M9vHB5IRqdr6H2hz8A55cAyzygqga4lAxk5gEtD/V+ZxjmSbOzugGhoAlyhTpAsrO68eCD/r7q6mqutra20tDQUJmfn88/c+aM3qO+hq+vb310dLQhoF5LlJub22mUzMvLq6m4uFijbf1NZWUlR6FQwN/fvy4qKsoYAK5cuSIoLy/nu7m5taSmpmq4u7u3fPDBBzeHDh1ak5CQINTX11c2NDTc+futUCjg7Ozs1vFaJSUlPJVKhdDQ0KoVK1aUJCUlaZmYmChNTEzku3fvNgAApVKJuLg4IQD4+/vXrl279s6C8Lb1VP3796/buXOnMQDs2bNHv/21ExIS0tsWyrf/ul+ABADjx4+v3r9/v1FzczNJSUnRLC4u1mgbXbuXwMDAmm3bthkDwNdffy0aMWJE9f3aDxkypCErK0uYmZmp0dTURA4fPmwYHBx832M66taCOUrpKQCnHubEDPOXaQAklEDwmjYqVlaAfsqB0fItaF2/DBqffQq89DtQvxEoI+qF3VZmgI05wO+R9Z8MwzxKmnwFXOwee1I0f3//Rmdn52aJROImFotbvLy86h981MNZtmzZzYkTJ9pLJBKZh4dHo5OTU5ORkdFdC5CFQiHdvXt37ty5c8UtLS0cgUCgOnfuXOayZctuTps2zVYikch4PB6NjIy8LhAI6K5du4wPHDhgxOPxqJmZWevGjRuLRSKR0tPTs1EikciGDRtWs2zZshtdjUTl5uZqzJo1y45SCkIIVq1aVQQA+/bty5k9e7btqlWrLOVyOZk4ceItX1/fpsjIyILQ0FCxRCIRKZVK4ufnV+fn51ewbt26kuDgYAeZTGbo7+9fZ2pq2u3yCDt37jR89913baqqqnhjxoyReHh4NJw+fTrb19e36aWXXqp2dnZ243K52LRpUwGXq84qMHLkSIf4+Hid6upqnpmZmed7771XvGDBgluffvpp6bhx4xy+++47E2tr65ZDhw7lAkBOTg7fz8/PtaGhgUsIoVu2bDHPzs5O1tXVVa1fv74gMDBQolQqMX369IoH7WLsqNsFbp8WrHbb8+dB96O2sBYXh12Ea6YrrGENalIEsnwD8HIc0LQKqDAAeFx1oGRlBnC7myP16cTeH39i9+JurHbb000ul0MulxMtLS2alJSkOWLECEleXl4Sn3/f9cV/W1RUlEFxcTF/2bJl5T16oefU/Wq3sY/ezFNPz0YPQ64NwbEFx3Dy65MIbP4XzBduAlaUA0s+B8bFA/L3getKdX4lO0vAXAQ85AI9hmGYv6OmpoYbEBAgUSgUhFKKiIiI/J4OkABg2rRpDzWFxHQfC5KYZwJPk4fR20fjSr8riJy3CxILCcYaB0DzvdXAZ9XAgi+B4BRANR/IzAeKbqgXdxsbsGCJYZjHQiQSKVNSUtKedD+YR+fZnpdg/nH6hvXF62deRxGnCBtyIpH1aRbg0QisWg74RQL/Fwdo7gJoA5CSo94NV33f9YMMwzAM0yUWJDHPHOv+1ph9eTYsvS2xgPscTQAAIABJREFU54M9+KV/ElRXVYD3TWDTW0DAf4CdCQA9ArTUA4kZQFImUH/fjRMMwzAMcxcWJDHPJB0zHUw/MR0+831w4fMLiPr392iIMQXSAfjlApEzgGEfAF9lAI3ngNpa4HIqkJYLND3U5gaGYRjmH4oFScwzi8vnYuQXIxH0XRCKLhTha++vUVJ7EzjlCmQCCEgE9o4HRi0APi8AKlKAikp1jqXsAqC127tYGYZhmH8gFiQxz7xe03thxrkZIIRg58CduLrrKuCgCZzwArIADI0FfhoKBL8GrK4ECgrUu+D+SALySgDFvauDMwzzdCsrK+O21QsTiUS9TE1NPdseNzc3d3vXxqZNm4wLCgp6ZDOTUqnE8uXLzXvi3N3RVsC3O23ff/99MwcHBzcXFxeZn5+fc3Z2Nh8A0tPTNWQymatUKpU5Ozu7/ec//+lU0y4gIMBJKpXK2h4vWLDAsv3PY//+/XcSeJ4/f17Yq1cvqZOTk5tEIpG1tLSQiooKbvv6bwYGBr1nz55t/SjuwV/FgiTmuWDpZYlZ8bMg9hfj8IzD+Hnez1C2KgFbLeD4C0AGgBd/Ac70BaaNAz5sBVIr1UHSxST1uqVrmUBOISBnI0wM86wwNzdXtmV5nj59enl4ePiNtsddlde4l6ioKFFRUVGP7NdXqVSIiIh4YkHSw/Dx8Wm8du1aakZGRuqoUaNqFi1aZA0Atra28suXL6enp6enXrx4MW3Dhg0WxcXFd4LKyMhIQz09vU6fON98882ytp/HhAkTagGgpaWFvP766/Y7duzIz87OTvn9998zeTweFYlEyvZZu83MzFonTpxY9fi++856NEgihBgQQmIIIemEkDRCiG+H118hhFy7/XWeENKrJ/vDPN+0TbTx6i+vwneJL+K3xuO7f32H+rLbSXVt9YFfhwMpAAJjgKt2wBvDgLc1gOM8YLUeEG4MLG8B4v5qvUaGYR5EVafiNfzUYFW3u86p4acGK1WdqsdS0URERBh7eHi4SqVS2auvvipWKpWQy+UICgqyl0gkMmdnZ7eVK1ea7tixwzAtLU1r6tSpjl2NQF27dk1zwIABEhcXF5lMJnPNyMjQUCqVCAsLs3Z2dnaTSCSyb7/91hAArl+/zvfy8nJpG3E5fvy49rx586wbGxu5UqlUNm7cOLv79fmNN96wdnR0dJNIJLI5c+ZYAUBhYSEvMDDQ0d3d3dXDw8P1xIkT2gBQU1PDmTBhgp2Hh4erq6urbM+ePfoAUFdXxxk5cqSDRCKRjR492qGlpaXbf+tffvnlOh0dHQoAAwcOrC8tLdUA1JnChUIhBYDm5maOSqUiKpW6NF5lZSXnq6++Mv3ggw+6Va4sJiZGz8PDo9HHx6cJACwsLBRt2bbbXLlyRVBfX88dOnRoQ3f73hN6Ok/SZgDHKKXBhBANAFodXr8OIIBSWkUIGQngawD9e7hPzHOMw+MgcH0gLL0s8d+Z/8X2vtsxaf8k2PjaqBvYiYBfgoHcEmDuLuDSYOATO0C7BfCsBgpEwJZGwLoIsDYDNHo+ERzD/JM0/d5kpqpUCaEFuapSJWz6vclMe7T2Iy9TcunSJcHhw4cNrly5ksbn8xESEmK7Y8cOI4lE0lJZWcnLzMxMBYCKigquSCRSbtu2zTQiIqLAz8+vU8HdkJAQh/fee69k6tSpNY2NjUSpVJKdO3caZmRkCNPS0lJKSkp4Pj4+ssDAwLrIyEjjESNG1KxatapMoVCgoaGBM3jw4Ibo6GhRV0Vl2yssLOSdOHFCPysrK4XD4aCiooILAOHh4eKlS5eWDR06tCEjI0Nj9OjRzllZWSlLly61HD58eM3+/fvzysvLuf369XMNCgqqXbt2rYmBgYEyMzMzNTY2Vjho0KA7U2AjRoxwyMvL61Qd/K233iqbM2dOZfvntm/fLnrxxRdr2h5nZGRojBkzxqmwsFDzk08+KbKxsVEAwMKFC60WL15cpqWlpep43u3bt5v93//9n6hPnz4NW7duLTI2NlZmZGQIKKXw9/d3rqqq4k2cOLHyk08+uauG3+7du43Gjh1byeE82QmvHguSCCF6AAYBeB0AKKWtAO6qRkopPd/u4QUAT3TukXl+uE9xh4nMBPvG7cOugF146cuX4DXb688GDpbAsdeBzOvAS0VAqSlwwRRwqQBAgMIydUJKcxFgYwYIO/1OYRjmL2gLkAiHgGpRuapS1a21Mg/r6NGjeteuXdP28PCQAerRD2tr69agoKCa3NxcwYwZM2xGjx5dM27cuNr7nae8vJxbVVXFmzp1ag0AaGlpUQD03LlzOpMnT67k8XgQi8WKfv361Z07d067f//+DfPnz7dtbm4mwcHB1b6+vk3ybk7hm5qaKjkcDg0JCbEdNWpUzeTJk2sAIDY2Vi8nJ+fOL6GamhpufX09OX36tN7Jkyf1Nm7caAGop7Gys7M1YmNjdd95550yAPD3929ydHS8E/gdO3Ystzt9iYiIME5PT9fauXNnYdtzLi4urZmZmanXr1/njxkzxmnatGlV2dnZGiUlJRpTp06tSU5O1mx/jrfffvvmxo0bSwghePPNN63efPNN6+jo6HyFQkHi4+N1/vjjjzQtLS3q7+/v4uPj0zBq1Kg79fQOHTpkFB0dndOtG9eDenIkyQFAOYBvb0+jXQbwFqX0XkNnMwEc7eoFQshsALMBwMzMDKdPn370vX2M6uvrn/nv4VHqyfvh+rkr0lal4ac3fkL8f+PhvMAZHI27P5n4ehaAb9QPpNgCJN0E1KYAuS3xEGr0gnnJTZCSmyiHAgWQox6dPig9cuz98Sd2L+72PNwPjhGnSVWpElItKkcj+BwjTqeRm0eBUoqQkJCKzZs3l3R8LSUlJWX//v36ERERpjExMYbR0dH59zsX6SJrP6W0y0XhL7/8cp2Hh0fG/v379adPn+6waNGi0rCwsMqu2nakqalJExMT0w4dOqS3d+9eo+3bt5vExsZmUUpx9erVtI5rrCilOHjwYI6bm1unvCZd9Rno3khSTEyM3ubNm83Pnj2b0dW6Lnt7e7mTk1Pzb7/9plNYWMhPTEzUtrKy8lAoFKSyspLn6+sriYuLy2wbaQKAefPmVQQHBzsCgLW1dauvr2+dubm5EgCGDRtWEx8fr9UWJJ09e1aLy+VSX1/fHnlvPIyeDJJ4APoCmE8pvUgI2QxgGYAPOjYkhAyBOkga2NWJKKVfQz0VB29vb/qsF7xkRTvv1tP3Y+iooTj14SmcW30O3AouJsVMgp613p8NLLOBD+IAvilgwgVJ94Pj9CDg6++A4XOA4lqYltyEqZIPGOqpC+ka6PZYuRP2/vgTuxd3ex7uhzBAeKNtyo1jxGkSBghvPPiohzdy5Mi6SZMmOS5btuymhYWFoqysjFtXV8fV1tZWCYVCVWhoaJWTk1PL3LlzbQFAW1tbVVtby+14HhMTE6WhoaFiz549+u2n2wYNGlQXFRVlHB4efqu0tJQXHx+vs23btsLMzEwNBweH1iVLllTU1tZyExIStPh8fiWgLoDbVsvNx8fHZf/+/TntA4mqqipOU1MTJyQkpCYgIKDBzc3NDQD8/f1r165da/LRRx/dBNQ7w/z8/JqGDBlSu2HDBtNvv/22EABiY2OF/v7+Tf7+/nW7d+82GjFiRH1cXJwwJyfnzmjdg0aSzpw5o7Vw4ULxsWPHsiwsLO70LScnh29hYaHQ0tKiZWVl3CtXrmh/8MEHpdOmTatevnx5OQAkJydrBgcHO8bFxWUCQH5+Pt/W1lYOAPv27TNwcXFpAoDx48fXbNmyxay+vp5oamrS8+fP67SNfAFAVFSU0fjx47sVWPa0ngySigAUUUov3n4cA3WQdBdCiCeASAAjKaW3erA/zD8Uh8vB0FVDYelliUOvHcLXXl9j4o8TYTvIVt1A4gTsc/rzgHWHgM8lQNDbwOIvgTXDALEnUFKunoK7lgnoagE2FoCI1YZjmIfB0eUoemINUkc+Pj5Ny5YtKxkyZIhEpVKBz+fTrVu35nO5XMyaNcuOUgpCCFatWlUEANOnT68IDw+3EwgEqo6jNt9//33urFmz7D7++GMrDQ0NeuDAgZwZM2ZUXbhwQdvV1dWNEEJXr15dZGVlpdi0aZPxli1bzHk8HtXS0lJGR0dfB4ApU6ZUSKVSN09Pz4Yff/wxr7CwUMPY2Piu3WCVlZXcoKAgp9bWVkIpxcqVKwsBIDIysiA0NFQskUhESqWS+Pn51fn5+RWsW7euZPbs2TYSiUSmUqmIra1t84kTJ3KWLl1aPmnSJDuJRCLz8PBodHNz6/bi5yVLltg0NTVxJ0yY4AgANjY2LcePH89JSEgQjhw50poQAkopFi5cWObl5dV8v3O9+eab1hkZGUIAEIvFLTt37swH1DsSw8PDb/bq1UvG4XAQGBhY3bbzTaVS4ciRI4bHjx/P7G6fexKhtNs7JB/+5IScBRBGKc0ghHwMQJtS+na718UATgKY3mF90j15e3vT+Pj4Hunv4/I8fBp8lB7n/ShPLce+cftQlVuFwI2B8HnTp+th6aRcYMoVIDUYGHgW2JUJOIYCKgqU3VKvWWpuAYSa6pElM2PgES0wZO+PP7F7cbe/cz8IIZcppd6PtkdAYmJiXq9evSoe9XmfZ+fPnxfu3r3beNu2bUVPui8MkJiYKOrVq5ddV6/19LLx+QC+J4RcA9AbwGpCSDghJPz26x8CMAawlRBylRDybEc/zFPPRGaCsD/C4DTSCccWHMOh1w5B3tTFokoPB+DqWGDibuByb6D/WGDfewCnGrA0AXzcAVcHgMsFMvPVuZYKy1hiSoZhHsjPz6+JBUjPhh5NAUApvQqg4yeXbe1eDwMQ1pN9YJiOBPoCTDk0BWdWnsHpj06j7GoZrAZYob60HiKpCAOXDoSWSAvg84EfpgPfnQeW6QBTVgOxEcB6T0AzADA1AkwMgeo6oKAUyC0C8kvVQRRLH8AwDPPMYxm3mX8kwiEI+DAAIUdCcCvjFhJ3JaK5qhk3k2/i3Npzdzd+zQ+4ZAn0OgBEzAdeEAApqwAo1OuRDPWAXi5AX1fASE89onThmnqEqem+U/YMwzDMU4wFScw/mmS0BNZ+1hDoC1AYW4i803nIOJzxZ6buNtYiIGEc8MYRIMUF8J8HfLcEQN6fbXS1AZkj0M8dMDcGyiqAP5KB1Byg7okmjWUYhmH+AhYkMf94lt6WsPSxhNNLThDoC1CZVYlNtptw6PVDKEtsl2WfEGDbGCCmDBBeB17fBIQfBer33n1CLQEgsQP6e6gXdVfWAlfS1LviqmqBHtwswTAMwzw6LEhi/vEGLh0IE5kJCIfAc5onwi6Eoe/svkiNScX23tuxe+huZP6UCaq6HdyMlALpUmDAz8D2OcALLsDl+QA6jBZpagAO1sAAD8DeCqhvVAdKCWlAeSULlhiGYZ5yLEhi/vG0RFoIXB+IqUemInB9IKz6W+GliJewsHAhhq0dhluZtxA9JhpbXLfg0leX0NrQCugLgbhRwPuxQKYYGLwaiHwboFc6X4DHA8QWwABPwNlWvQMuNRe4lAyUlgOqns/izTDPq7KyMq5UKpVJpVKZSCTqZWpq6tn2uGOh2nsJDg62S0xM1LxfmzVr1ph89dVXRo+m13/PjRs3uOvWrTN5Utc3MzPzbKsr9yBhYWHWdnZ27hKJRDZ8+HDHW7ducQHgt99+03ZxcZFJpVKZi4uL7Pvvv9dvf5xcLodEIpENGzbMse25sWPH2ltZWXm0/Xz/+OOPO0kyDx8+rOvi4iJzcnJyGzBggAQALl++LGhrK5VKZdra2n1Wr179UPetR/Mk9QSWJ+n587TfD6VcibT9aYjbGIeSSyUQGArg9YYXfN70gZ6VHnCpFAgqBUr6AjO+AdbfAoyX4J6fQSgFKqqAgjL16JIGH7AyVe+UKylHRWExRDZWgNhcvcPuH+xpf288bixP0v0tWrTIUkdHR7lixYq7snirVCpQStGx0vyzqi2z9YMK5vYUMzMzz5SUlBSRSPTAnCf79+/Xe/nll2v5fD5mzZplLRAIaERERHFdXR1HIBCo+Hw+8vLy+F5eXrKbN28mtv2M3n//fbPExEStpqYmzm+//ZYDqIOk4ODgqmnTplW3v8aNGze4fn5+0l9//TXT0dFRXlxczLOyslK0byOXy2FmZtbr0qVLqY6OjnflfXmSeZIY5pnH5XPhPsUdYRfDMOPcDNj/yx7n153HZrvNOPDqAZRwKJDbC3jxNLBrBjBoFHD+VQD3qLZACGBipN4N5ylRr2G6XgxcSgEqqiEHBRqb1UEUwzxvSsHDbFjhX3DCbFihtGdS0SQnJ2s6Ozu7TZ06Vezm5iYrKCjgh4SE2Lq7u7s6OTm5LVmyxKKtrZeXl8v58+eFcrkcurq6vefOnWvl4uIi6927t7S4uJgHAAsWLLBcsWKFaVv7uXPnWnl4eLja2dm5Hz9+XBsAamtrOcOHD3d0cXGRjRkzxt7d3d31/PnznQr4njx5Urt3795SFxcXmaenp7Suro5TX19Pxo8fbyeRSGQymcz16NGjOgDwxx9/CN3d3V2lUqlMIpHIUlNTNZYsWWKVl5cnkEqlsrlz51rd6x7I5XIEBQXZSyQSmbOzs9vKlStNASApKUlz4MCBzm5ubq7e3t4u165d0wSAwsJCXmBgoKO7u7urh4eH64kTJ7QBoKSkhOfn5+csk8lcX3nlFfHDDK5MmDChtq0Ui6+vb0NxcTEfAHR1dVVtzzc0NHAAdS06AMjMzNQ4efKkXmhoaLeqcOzYscN47NixVW3BT8cACQAOHDig7+jo2NwxQHoQFiQxTDcRQiD2F2NSzCTMz56Pfm/2Q8Z/M7DDewe+fXE30ueaQ7UxDcg3AYZFAls/ARRd1mxuO+Hd6QP4PKC5BcbgAlyOOlBimOfNRzBDJoQwgRyZEOIjmPXUpXJycgRvvPFGRVpaWqq9vb1806ZNRcnJyWlpaWkpp06d0rt8+XKnQq/19fXcwYMH12VkZKR6e3vXb9myRdTVuSmlSEpKSlu1alXhihUrLAHgs88+MzU1NZVnZGSkLl++vCwtLU2r43GNjY1k2rRpDl9++WVBRkZG6qlTp7KEQqFqzZo1ZhoaGjQzMzN19+7d12fOnGnf3NxMNm/ebPLWW2+VpaenpyYmJqbZ2dnJN2zYUGxnZ9ecnp6eunXr1nuWeDl79qx2ZWUlLzMzMzUrKyslPDz8FgCEhYXZbt++vSAlJSVt9erVRXPmzBEDQHh4uHjp0qVlycnJaTExMTnh4eF2APDOO+9YDho0qC41NTVt5MiRteXl5XeGuPv06SNtP6XV9nXkyBHdjv3ZtWuXaMSIETVtj48fP67t5OTk1q9fP9kXX3yRx+Op4+V58+bZbNiwoYgQ0ika+/DDD60kEols9uzZ1m3TqZmZmYJbt25x+/Xr5+Lu7u66devWTtOie/fuNZw4ceJD14Pr0WSSDPO8MrQ3xIjPR2Dwx4OR8E0CLn5xEfvG7YOhgyEG/tsbvXdrgTNvKxD7PbBuAWC1AYDGvU+oq61OTlldB15dA3CrGhAZPrbvh2Eem2wIYQY5uADMIEc2Oo20PCo2NjYtAQEBjW2Pd+7caRQVFSVSKBSkvLycf+3aNWHH+mMCgUA1adKkWgDw8vJqPHv2rE5X5544cWI1APj5+TW+//77GgAQFxens3Tp0jIA8PX1bXJ0dOxUxT4hIUFgaWnZOnDgwEYAaKvfFhcXp/P222+XAYC3t3ezqampPCUlRdPPz69+/fr1Fvn5+RpTpkypdnd3b+nu9y+TyZpzc3MFM2bMsBk9enTNuHHjaisqKriJiYk6bbXZAECpVBIAiI2N1cvJybkTONbU1HDr6+vJxYsXdT/66KMsAHj11Verw8PD7yykTEhISO9OXxYvXmyhra2tnD17dlXbcy+++GJDdnZ2Snx8vCA0NNRuwoQJtT/++KO+lZVVq5+fX9OhQ4fuCrQ2b95cJBaL5S0tLWTKlCl2H3/8sdlnn31WplAokJ6erv37779n1tXVcQYMGCC9XSC4BVAHpqdOnTLYunXrQ2c5Z0ESw/wNAn0BfBf5ov+C/kg/lI64jXE4suo4jusJMF5SD6foKSCX+gE7JgAB/wEguffJxOYAgJq6WhgSLlBRrQ6WjA0ezzfDMI+DE5qQeTtQugE+JOgUSDwqQqHwzh/zpKQkze3bt5vFx8eniUQi5dixY+2bmpo6Lezm8Xh3Ri+4XC5tCyA6EggEqo5tujMNRSklXdWLvNex8+bNqwwICGg4ePCg/vDhwyWRkZHXbWxsujVlZG5urkxJSUnZv3+/fkREhGlMTIzhF198UWRgYKDoaj0TpRQdi/u26WpUB1CPJDU1NXWalVq/fn3hmDFj6gDg888/F506dUr/3LlzGV2dw9vbu5nP59MrV64IYmNjdY4ePWpoZWVl0NLSwmloaOCMHz/e7sCBA3l2dnZyABAKhXTGjBkVX375pSkAWFtby62trWt0dXVVurq6Km9v7/rLly8L24KkH374Qb9Xr171FhYWnabhHoRNtzHMI8DhcSALlmHm+ZmYeWEmHEc6IjrnJL4jUWi8LgJ9MQbY9CXQvB3APX6R8vmAow0S0axOSKklAJKzgeKbj/V7YZge9QluQIImlN8OkD651+K9R6u6upqrra2tNDQ0VObn5/PPnDmj96iv4evrWx8dHW0IqNcS5ebmdhol8/LyaiouLtY4d+6cFgBUVlZyFAoF/P3966KioowB4MqVK4Ly8nK+m5tbS2pqqoa7u3vLBx98cHPo0KE1CQkJQn19fWXbOh4AUCgUcHZ2dut4rZKSEp5KpUJoaGjVihUrSpKSkrRMTEyUJiYm8t27dxsAgFKpRFxcnBAA/P39a9euXXtn91fbeqr+/fvX7dy50xgA9uzZo9/+2gkJCenp6empHb/aAqS9e/fqb9myxex///tflpaW1p1ffunp6RoKheLO/xcUFGg6Ozu3btu2rejGjRvXiouLkyIjI3P9/f1rDxw4kAcA+fn5fEC9EP/gwYMGMpmsCQAmTpxYFRsbq6NQKFBbW8u5evWqtru7+50Rwr179xpNmjTpoafaADaSxDCPnHV/awTvDUZNQQ0uRlzEju1RGFk3EpKFX6A2+jh0vp8IjtM3APTvfRJNDaC3C5CWC2QXqMubONqo1zExzLPMAgp8jXuuo+kp/v7+jc7Ozs0SicRNLBa3eHl51T/4qIezbNmymxMnTrSXSCQyDw+PRicnpyYjI6O7doAJhUK6e/fu3Llz54pbWlo4AoFAde7cucxly5bdnDZtmq1EIpHxeDwaGRl5XSAQ0F27dhkfOHDAiMfjUTMzs9aNGzcWi0QipaenZ+PtLfI1y5Ytu9HVSFRubq7GrFmz7CilIIRg1apVRQCwb9++nNmzZ9uuWrXKUi6Xk4kTJ97y9fVtioyMLAgNDRVLJBKRUqkkfn5+dX5+fgXr1q0rCQ4OdpDJZIb+/v51pqam3V78vHjxYrFKpcLgwYNdAKBfv371UVFRBb/++qvu6NGjzXk8HuVyuXTTpk35JiYm990tFxwc7FBTU8OllBJ3d/eGiIiI4tvnbA4ICKhzcXFx43A4mDlzZnnfvn2bAaCmpoZz4cIFvejo6Lzu9rk9lgLgCWDbmu/2vN+PlroWXP3mKlo/bIBfXQDqudUoCPsIzp9NgsBgUKf2d90PSoGcIqD4BmCkD7g6ALznYxtzdzzv742HxVIAPN3kcjnkcjnR0tKiSUlJmiNGjJDk5eUl8Xs4lUdUVJRBcXExf9myZeU9eqHn1P1SALCRJIbpYZq6muj/7/5QzVeh4JNUiFZbQLZ9M07v+gXymR+i/5IFMLTvcgONeuTIyQbQ0gSyCoCr6YCHs3qkiWGYp0pNTQ03ICBAolAoCKUUERER+T0dIAFAx7xBzKPDgiSGeUw4XA7sVrgD/6Zo8svE0IyXkPmVIyK/2gnbcWboHeqL66euI/N8Jlr9WzFw6UBoiW7vILY0BQSa6mK5V9IAdyf1jjiGYZ4aIpFImZKSkvak+8E8OmzhNsM8bkYEwjQX4N0iOBN7zNeeAfmvTYgeHY2Eb+Kgo52OirSzOLf2eIfj9IHeUvXo0tUMddZuhnnyVCqVii2WY55Jt9+796wN1aNBEiHEgBASQwhJJ4SkEUJ8O7wuJYTEEUJaCCFLerIvDPNUIQBWW4OcVUKgocDUxlkYLfLB4Lp/we+3BXA58y9UXUjqfJyOljrxpLYASMkBispYoVzmSUsuLy/XZ4ES86xRqVSkvLxcH0Dyvdr09HTbZgDHKKXBhBANAB2zj1YCWAAgqIf7wTBPJz8hkCcEGZUPr7Mj0cyvRaF2OnRrLSE+PxgXIy6i35x+4PDafZ7R4KuzdKdfVy/qbmoBnMRs5xvzRCgUirCysrLIsrIyd7DZCebZogKQrFAowu7VoMeCJEKIHoBBAF4HAEppK4DW9m0opTcB3CSEjOqpfjDMU08XwO+2UIrToFHsDMc6L9QY50Kg1MW3Cw7h6s6reGnrS7DxtfnzGC4XkDmqa74VlqkDJZnjP2rnG/N08PLyugng5SfdD4bpCT0Z9TsAKAfwLSEkgRASSQhhK00ZpisE4NoUgeN2AcSsEIa3nGEDG7y+tBQN5aXY6bcTh2ceRmNFY7tjCOBgDUhsgeo69c635m5XLGAYhmEeoMfyJBFCvAFcAOBPKb1ICNkMoJZS+kEXbT8GUE8p3XCPc80GMBsAzMzMvPbu3dsjfX5c6uvroaPTZTmgfyR2P9SEhU2QrpRD84YhlNoEmrX24NVbQTnmEM4aHsGZPWJwhTzYh9nDYrQFCOfP6TVDcOEGAVSgSEIz6u69DvGZwt4bd/s792PIkCE9kieJYZ5nPRkkmQO4QCm1u/34BQDLKKWdptYeFCS1x5JJPn9oPFUTAAAZSklEQVTY/bjbnfvRAmBhAbBDBPCA+lmbcOBKFa7H6sCynyVGfTUKll6Wfx7Y0AQkZwGtCkBqD5g8+wVy2Xvjbk9jMkmGeZ712HQbpbQMQCEhxOX2U0MBdCqoxzDMPWgC2CoGMviApAA6EcsxrWw2pi26iZqCEuzotwM/z/0ZTVW364NqC4E+rur/puYABaVs5xvDMMzf0NM7EeYD+J4Qcg1AbwCrCSHhhJBwQD3aRAgpArAIwPuEkKLbC74ZhmnjwAcSpUDUDZByARw2bsFC794ImFqOy9vj8aXLl7i66yqoiv65883EUL2oOzMfUD0fU28MwzCPW4+mAKCUXgXQcXh3W7vXywBY92QfGOa58aoZEEyBWSngRg/DYP6L8AqPwP74ahyecRhXIq9g1NZRMPM0U9d4E5aoR5OaWwA3R4DHEuwzDMM8DJbTgmGeJQICRLkBSRQQp0N361K8dut1vDq/ChXpRdjedzuOLTyGlrpWwN4KcLEDauqBhHR1mgCGYRim21iQxDDPIlcdIKMvsCUL5AYPjhGbsKh/b/gHV+Hi5ov4UvolkqKTQM2MAU9noFUOJKSpAyaGYRimW1iQxDDPsrnOwE0xMCYWvF+GYujhVVg4WwgD8xocmHoAu4fuRnlpi3pBN5cLJGYANyufdK8ZhmGeCSxIYphnnZAL/NcfiKsDTBOgt/0dhNZOQ0h4HcoS8rHNcxuOf3IWrS6OgK42kJYL5JewnW8MwzAPwIIkhnle9DMH8v2BlRdASgkk2zZgsW8f9H+5DufXnccWz+1Iy1WCmhoBeSVARh7b+cYwDHMfLEhimOfNewOAIgsg4H/gHf8XAv/3Cd6aqQ0d/Rr8EByDPYvi0KhrCNy4BVzLBOSKJ91jhmGYpxILkhjmeWSoDZx+CfhfIaAfC4NvliCs8VVMntmMgtgcbPSLRkpKE2htg3pBd2Pzk+4xwzDMU4cFSQzzPHtRCpT8C/j3zyClKki/WYMlfn3h9WITYuadRMyqRCgbW9WBUnXdk+4twzDMU4UFSQzz/+3deZRV5Znv8e9zhpqrqCoOFPOkIsqoIjIYA0EThyxN2/FGhTil2/Z2oia5Rls7fdt0r6wOi05H71229o0DJg5c28Q2Rq4DCKiRQQaZBGSyBMWCKoaiqIKqU/XcP/ZGikqVhMipXVT9Pmvtdc7Z+93vefZLQT2877v329nFYvCLK2BjNxjzDMl5k7ls7o+546ZCqj7cwUPT3qB6Vx2+amMwBCciIoCSJJGuo38ZrLwenlwBufMomfVD/iZ9PVMvqebR2xZQvmoPbNhG0/L3g7lKW7ZDQ0PUUYuIREZJkkhXc/1F8MnFMG0WtrOB4U/+M7ePGc37ry6iYms1sZpaqrfsZt+aHTSsL486WhGRyGgxJ5GuKCcHnroJVm+Aqx8hOX86l8e/wgG2ceBQPoW1RdjAQ3BdBbUfL6UpP4+8IT2JdS+CnGwwi/oKREQyTkmSSFc2ahhsOhN+8Z9wf5LCOX9BU1aa2oEVxA8kOPy/iqi4ZD39R5QS23IItkB9fRMNWTnkDEwR794NCvKUNIlIp6QkSaSrM4Mf/je4oZL9wzZSUDOI/E19cWsiviWPwaOeZ2fth+w4VEpDzRCKS0oZMLKUfOqh/BMaG536eBbZfUuJlRZBUQEk4lFflYjIF6YkSUQCqRR5Y39H1eoDNNRkUdyYIjduxB78IQM8wYB4Gs5ZScMFf6BizausXZzF4eqhFBWW0X9kCWWN9fBxBe5OPQmSvUqC4bmiAsjOivrqREROmJIkEflMcuQGemanYd9gKF4MpUtg6Bh4sQJWFsKKC0guv41+nkM/gBHrSI9/i10fvM3bKw9wYM9ZFOT1YcCIUvqdXU+sohKABo8RT3ULepq6FUBejoboRKTDy2iSZGbFwKPACMCBW9x9UbPjBjwIXA7UAje5+4pMxiQin+Oeu2HGDNjwEgwdBvfMgFQK7gUaG2HlSnj9YfjdTlhRAGsvILFuOn28gD4Ap20lPXEhu7e/weL1FVRVDiEvOYj+I7ozYFQd+VV7AWh0w0oKiZUUBklTYX7wPCcRkQ4k0z1JDwKvuPs3zSwLyGtx/DLgjHC7AHg4fBWRKKRSMHNm68ficRg7NtjuBdJpWLEC5v47vLQDVuTDlvEktlxFb26mN0DfnTROeofKXYt576WP2fFxD3JiQxkwvDsDRpXQvX8BAE0OFOYRKznS05QNn1QygpzgeU0DekEy2U6NICISyFiSZGZFwEXATQDuXg/Utyh2FfArd3dgsZkVm1lvd9+ZqbhE5CRJJGDcuGC7j+DBk8uWwbxH4OVyWJ4PH48n/txFlPGXlAGk9tA4aTlVNYv4YN4OtnyYQ7LpLAYM707/USX0GVpDLB70KKUbGojtO8Ceqn0U1laTHDk8yqsVkS4okz1JQ4DdwBNmNhpYDtzp7geblekLbG/2eUe4T0mSyKkmmYQJE4Ltx0B9PSxdCvMfhTmbYFkeVE4k/uKX6ckl9AQmFNXQOHEtexsWsXXxQuY97VjdmVx252iyc+IUdy8mFo+RrqiGbjuhrLsmgYtIu7GgEycDFZuNBRYDk9x9iZk9CFS7+z80K/My8C/u/nb4eR5wt7svb1HXrcCtAGVlZefNnj07IzG3l5qaGgoKCqIOo8NQexyrs7aH1ddTtH49xe+9R+mSTyn8oBexxok4F2GcCUBTbh2Hz1lPdSxGfm13mvbHiZ/egH9rJwVDErg7e7yRCktTSZqmiK+pvX2Rn40pU6Ysd/exJzkkkU4tk0lSL2Cxuw8KP38J+Dt3v6JZmf8AFrj7s+HnjcDkzxtuGzt2rC9btiwjMbeXBQsWMHny5KjD6DDUHsfqMu1RVweLF8P8+fDaaliWC42TCEbpRwHg8SYa8mvZkdzIvLL/x7AJpzP6sr4UpXJpMiPWq3vQu1RU0CXulvsiPxtmpiRJ5ARlbLjN3T81s+1mdqa7bwSmAu+3KPY74HtmNptgwvZ+zUcS6SJyc2HKlGD7J6C2FhYtgvnPkf55JXuzi8g61IfCAz0Z4ucxOGcwlXtf5q2H/os9NQMZdfEAzp6cJrmzkqasLGJ9UkHClJMd9ZWJSCeR6bvbbgeeDu9s2wrcbGa3Abj7I8Acgtv/NxM8AuDmDMcjIh1VXh5MnQpTp5J4dQE9ytMcii8m1lQEDXXYxwl6/PZ6ruDbNI7ezEcbf89/vraEvB6nM+bSfgwaUw8ffoIXFWC9U9CjJLgjT0Tkz5TRJMnd3wNadu8+0uy4A9/NZAwicgp6aiRMX4Nt6Qmj0/DAUFj2Cjz2C1gznPiqGxi86vsMjqc5fOFSNsx9g8d/6Qw+bwhjLutHSXUNTRvLsZ4lWK8UFBd2ieE4ETm59MRtEel4zuwO705mUfM5OJPOhDvvhHXr4Ne/hifugl1fJfvNbzPaf8yowoNU93uVlb+cS/neUkZOHcjwqQ1k79pDUyJBrE+PYDguLyfSSxORU4eSJBE5tQwfDj/7Gfy0ERYsgFn3wfOV2IFr6PbaN5nsV9PU/1M+Xf97Xl64Ai8cyOhL+zJkbAOxj3bSVJBHrHcP6FkSPOtJRKQN+hdCRE5N8fhnc5h45CC88AI8cR3MLya2fRp9tt/M1cRJj17DlvnzeOpXK+g9YiDnXN6fVE0tvqkcUuFwXGmRhuNE5I8oSRKRU19+PkyfHmwffwzPPAOPzYCN55JYdSNnrvo+Q5MN1BYvZN0Ti5mzJ5thk/sz8pIGciv30hSLB3fH9UpBfm7UVyMiHYSSJBHpXPr2hR/9CO66C1atgl/PglkrsT2Xk//OdMY1Xcz5xfvZs+ZV3lz0BvuyuzP6a/0YOiFNbEcFTbk5xPr2gJ6lWi9OpItTkiQinZMZjBkTbDPSMHcuzLoLfrsf23ct3RdczdeacmkaWM72+XP5zf9dR+HQXoy5rD+96g7hm7bTWJBP1eY9pGsbqCdO2eWjyetVFPWViUg7UZIkIp1fIgGXXhps1dXwm9/A438Jb/cgVn4DA8tvZiAxDrOMDyoXMbeqkdO+1IfzrhpAWe9sIJumpiYa16ynaXsBlpuFZSWDnqasRIvXJCTimuMk0gkoSRKRrqWoCG6+OdjKy+Hpp+Gxf4atF5C9/kZGpm9nRFY9B/IXsGdfkuztxeTsL6KpTy2N13zC7lUfkV+aTUFpNnlFWcTif5wMuUPajaZYDJJJYjlZxAtyiOVmQTIRJFKfJVYJiMUiaAgROR4lSSLSdQ0cCPfdB/feC8uWwZMPw1PrsP1XUrTieoqW9MTjjTSU1BCvTHJ4Vx27rrub2i1Z1C3No66qkMbaHli6lJgXkojlk1uQQ35xNvmlWcFrSRb5JdkUlGQTy2n9CeANDU66ERothscTWE6SeF42iaJcEkW5HK6pZ/dbmxhUV8+2rW9p2E+knShJEhExg/PPD7Z/q4dXXoEn76Bx6d001Q4hsb+QWEOc0p3FTNgwF8ZVwMSP4Ir1MH4l9FgCVAFVNNTup7aqnrqqPGqrctlflcfOqlzqNudxeH83vLYH1JdhjSXErYhkIo/s3FzyS7LJL86ioDR4zU1nQfVeAHKA/gNzqPqkjkN1+6mYs5zBt0yJssVEugQlSSIizWVlwZVXwpVXEh86m3iqCnrtgM0DobwW6rbBwvGw8ALgwuCcfofhS0mYFCM5HrqNStOt/16OJE5/vFUCGz/73NS4h0N7D1JblaCuKo+qqlzqthaSru5JY22K/j2vo6mhkbQfgsRhkjGPoGFEuh4lSSIibblkPbwyCqrOgeQWmL4ErpkCS+fAon+BRYeh+mzYMR6enQjP9g7OywJGF8DkFEwwmAD0avtrYnHISzl5qYO0llRte3wbWVllNNbXkhMvpp7dGb5wEQElSSIibfvJ7ZA3AzbMgmHD4J57IJWCyy4LjrvDtm2wdCksmQlvl8OqPKg/F96dAO+eS5AxAT1rYVIMvpwTJE1jjh4KGFAQbgOPCaPs8r+nYk4OyXgp9VRSdvmWzF63iABKkkRE2pZKwcyZbR83gyFDgu3aa4N9DQ3BIrxLl8I7s+CtGtjWE3aNhxfGwwsDgnKJNAyrhSm5wVDdBKBf61+T1+sHDL5lBpWVfyCVmgTccxIvUkTaoiRJRORkSiaPPsTy1nBfTQ2sWAFLn4OFm2CxQeXpsHY8rB0L/zt8snfxQTi/AS4phElxOJdg1nZlCmbMhD9UwqRUkCOlork8ka5ESZKISKYVFMBFFwXbXeG+igp4911YNAPmVcLqPNg3Gl6fAK8XB2ViaRiyHxI5sGcP+en3oaI/1A6Ch/KiuhqRLiOjSZKZfQgcABqBtLuPbXG8BHgcOA04BNzi7mszGZOISIdQVgZf/3qw/ZRgftPmzbD0HZj/GLzVAFtSsHkcMAnoTzL7IOR/CK84MDzS8EW6gvboSZri7pVtHLsPeM/d/8LMhgEPAVPbISYRkY7FDM44I9imhfvq62HNGvjaU3DwbBqz95KgN7ABJUkimRf1s/DPBuYBuPsGYJCZlUUbkohIB5GVBeedB9/aBn2249nFkNwMl66OOjKRLiHTSZIDr5nZcjO7tZXjq4CrAcxsHMF9r23c3yEi0kX95Ha4ejE1p/0Arl4cfBaRjDP3zD251cz6uPsnZtYTeB243d3fbHa8CHgQOAdYAwwD/srdV7Wo51bC+0TKysrOmz17dsZibg81NTUUFBREHUaHofY4ltrjKLXFsb5Ie0yZMmV5y3mhIvL5MpokHfNFZvcDNe7+r20cN2AbMMrdq9uqZ+zYsb5s2bLMBNlOFixYwOTJk6MOo8NQexxL7XGU2uJYX6Q9zExJksgJythwm5nlm1nhkffAV4G1LcoUm9mRZ87+FfDm5yVIIiIiIu0lk3e3lQEvBB1EJIBn3P0VM7sNwN0fAc4CfmVmjcD7wHcyGI+IiIjInyxjSZK7bwVGt7L/kWbvFwFnZCoGERERkT9X1I8AEBEREemQlCSJiIiItKLd7m47WcxsN1AedRxfUApo6ynkXZHa41hqj6PUFsf6Iu0x0N17nMxgRDq7Uy5J6gzMbJluxT1K7XEstcdRaotjqT1E2peG20RERERaoSRJREREpBVKkqLxf6IOoINRexxL7XGU2uJYag+RdqQ5SSIiIiKtUE+SiIiISCuUJLUjM+tvZvPNbL2ZrTOzO6OOKWpmFjezlWb2+6hjiVq4luHzZrYh/BmZEHVMUTKzH4R/T9aa2bNmlhN1TO3JzB43s11mtrbZvlIze93MNoWvJVHGKNLZKUlqX2ngf7j7WcB44LtmdnbEMUXtTmB91EF0EA8Cr7j7MIIlfbpsu5hZX+AOYKy7jwDiwLXRRtXuZgGXttj3d8A8dz8DmBd+FpEMUZLUjtx9p7uvCN8fIPgl2DfaqKJjZv2AK4BHo44lamZWBFwEPAbg7vXuvi/aqCKXAHLNLAHkAZ9EHE+7cvc3gT0tdl8FPBm+fxL4RrsGJdLFKEmKiJkNAs4BlkQbSaQeAO4GmqIOpAMYAuwGngiHHx81s/yog4qKu38M/CvwEbAT2O/ur0UbVYdQ5u47IfhPF9Az4nhEOjUlSREwswLgN8D33b066niiYGZfB3a5+/KoY+kgEsC5wMPufg5wkC48lBLOtbkKGAz0AfLNbHq0UYlIV6MkqZ2ZWZIgQXra3X8bdTwRmgRcaWYfArOBr5jZU9GGFKkdwA53P9Kz+DxB0tRVXQxsc/fd7t4A/BaYGHFMHUGFmfUGCF93RRyPSKemJKkdmZkRzDlZ7+7/FnU8UXL3e929n7sPIpiQ+4a7d9meAnf/FNhuZmeGu6YC70cYUtQ+AsabWV7492YqXXgiezO/A24M398IvBhhLCKdXiLqALqYScC3gTVm9l647z53nxNhTNJx3A48bWZZwFbg5ojjiYy7LzGz54EVBHeFrqSLPW3azJ4FJgMpM9sB/CPwM+A5M/sOQSJ5TXQRinR+euK2iIiISCs03CYiIiLSCiVJIiIiIq1QkiQiIiLSCiVJIiIiIq1QkiQiIiLSCiVJknFm5mb282af7zKz+09S3bPM7Jsno67jfM81ZrbezOa3cmyomc0xs81hmefMrCzTMWWSmX1Diy+LSFenJEnaw2HgajNLRR1Ic2YWP4Hi3wH+1t2ntKgjB3iZYDmR0939LOBhoMfJizQS3wCUJIlIl6YkSdpDmuBBgD9oeaBlT5CZ1YSvk81sYdgr84GZ/czMppnZUjNbY2anNavmYjN7Kyz39fD8uJnNNLN3zWy1mf1Ns3rnm9kzwJpW4rkurH+tmc0I9/1P4ELgETOb2eKU64FF7v7SkR3uPt/d15pZjpk9Eda30symhPXdZGb/ZWYvmdk2M/uemf0wLLPYzErDcgvM7AEzeyeMZ1y4vzQ8f3VYflS4/34zezw8b6uZ3dHsuqaHbfeemf3HkQTRzGrM7Kdmtiqsq8zMJgJXAjPD8qeZ2R1m9n74nbP/lD90EZFTnZIkaS8PAdPMrNsJnDMauBMYSfCk8qHuPg54lODp1EcMAr4MXEGQyOQQ9Pzsd/fzgfOBvzazwWH5ccDfu/sxPSVm1geYAXwFGAOcb2bfcPd/ApYB09z9Ry1iHAG0tUjvdwHcfSRwHfBkGNuR864PY/kpUBsubLsIuKFZHfnuPhH4W+DxcN9PgJXuPgq4D/hVs/LDgK+F9f6jmSXN7CzgW8Akdx8DNALTjtQPLHb30cCbwF+7+zsEy1/8yN3HuPsWgsV2zwm/87Y2rldEpFNRkiTtwt2rCX6Z33G8ss286+473f0wsAV4Ldy/hiAxOuI5d29y900Ey3kMA74K3BAu/7IE6A6cEZZf6u7bWvm+84EF4aKqaeBp4KITiLelC4FfA7j7BqAcGBoem+/uB9x9N7AfONIT1fLang3PfxMoMrPiFvW+AXRvlny+7O6H3b2SYPHTMoJ1z84D3g3bYyowJCxfD/w+fL+8xXc3t5pgyZTpBD2DIiKdntZuk/b0AMFaXE8025cmTNbDhUyzmh073Ox9U7PPTRz7s9tybR0HDLjd3V9tfsDMJgMH24jPjnsFf2wdQS/Widb3Ra+tpSPlmtfbGNZlwJPufm8r5zX40bWJjpRvzRUECeOVwD+Y2fAwkRQR6bTUkyTtxt33AM8RDIUd8SFBLwfAVUDyz6j6GjOLhfOUhgAbgVeB/25mSfjsDrT849SzBPiymaXCOTvXAQuPc84zwEQzu+LIDjO71MxGEgxfTTvy/cCAMLYT8a3w/AsJhg/3t6h3MlAZ9tS1ZR7wTTPrGZ5TamYDj/O9B4DCsHwM6O/u84G7gWKg4ASvQ0TklKOeJGlvPwe+1+zzL4EXzWwpwS/ztnp5Ps9GgmSmDLjN3Q+Z2aMEQ0crwh6q3QR3bLXJ3Xea2b3AfILelznu/uJxzqkLJ4s/YGYPAA0EQ1N3Av9OMEdqDUGP2U3ufjgI50+218zeAYqAW8J99wNPmNlqoBa48Tgxvm9mPwZeCxOeBoL5UuWfc9ps4Jfh5O9rgcfCIT0DfuHu+07kIkRETkV2tKddRDoSM1sA3OXuy6KORUSkK9Jwm4iIiEgr1JMkIiIi0gr1JImIiIi0QkmSiIiISCuUJImIiIi0QkmSiIiISCuUJImIiIi0QkmSiIiISCv+PzE+b5yNFHXrAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "j=list(range(1,11))\n",
    "plt.plot(j, test_costs[29,:,0]/1501158, \"o\",markersize=4, alpha=0.6, color='blue', label=\"Test cost, seed=10\")\n",
    "plt.plot(j, test_costs[29,:,0]/1501158, color=\"blue\")\n",
    "plt.plot(j, training_costs[29,:,0]/3498842, \"o\",markersize=4, alpha=0.6, color=\"red\", label=\"Training cost, seed=10\")\n",
    "plt.plot(j, training_costs[29,:,0]/3498842, color=\"red\")\n",
    "plt.plot(j, test_costs[29,:,1]/1499313, \"o\",markersize=4, alpha=0.6, color='orange', label=\"Test cost, seed=123\")\n",
    "plt.plot(j, test_costs[29,:,1]/1499313, color=\"orange\")\n",
    "plt.plot(j, training_costs[29,:,1]/3500687, \"o\",markersize=4, alpha=0.6, color=\"yellow\", label=\"Training cost, seed=123\")\n",
    "plt.plot(j, training_costs[29,:,1]/3500687, color=\"yellow\")\n",
    "plt.plot(j, test_costs[29,:,2]/1501601, \"o\",markersize=4, alpha=0.6, color='green', label=\"Test cost, seed=1001\")\n",
    "plt.plot(j, test_costs[29,:,2]/1501601, color=\"green\")\n",
    "plt.plot(j, training_costs[29,:,2]/3498399, \"o\",markersize=4, alpha=0.6, color=\"purple\", label=\"Training cost, seed=1001\")\n",
    "plt.plot(j, training_costs[29,:,2]/3498399, color=\"purple\")\n",
    "plt.plot(j, test_costs[29,:,3]/1500311, \"o\",markersize=4, alpha=0.6, color='cyan', label=\"Test cost, seed=101010\")\n",
    "plt.plot(j, test_costs[29,:,3]/1500311, color=\"cyan\")\n",
    "plt.plot(j, training_costs[29,:,3]/3499689, \"o\",markersize=4, alpha=0.6, color=\"pink\", label=\"Training cost, seed=101010\")\n",
    "plt.plot(j, training_costs[29,:,3]/3499689, color=\"pink\")\n",
    "plt.plot(j, test_costs[29,:,4]/1501375, \"o\",markersize=4, alpha=0.6, color='violet', label=\"Test cost, seed=234567\")\n",
    "plt.plot(j, test_costs[29,:,4]/1501375, color=\"violet\")\n",
    "plt.plot(j, training_costs[29,:,4]/3498625, \"o\",markersize=4, alpha=0.6, color=\"magenta\", label=\"Training cost, seed=234567\")\n",
    "plt.plot(j, training_costs[29,:,4]/3498625, color=\"magenta\")\n",
    "plt.suptitle(\"Cross Validation plot for NMF using Frobenius norm\", fontsize=14)\n",
    "plt.title(\"(7 cell identity programmes, 1 activity progamme, deloc=1.5)\", fontsize=10)\n",
    "plt.xlabel(\"Number of Components\")\n",
    "plt.ylabel(\"Cost\")\n",
    "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n",
    "plt.grid(True)\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Run cross-validation with a Frobenius norm cost function:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "metadata": {},
   "outputs": [
    {
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      "  \" improve convergence.\" % max_iter, ConvergenceWarning)\n"
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      "  \" improve convergence.\" % max_iter, ConvergenceWarning)\n"
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   ],
   "source": [
    "p=-1\n",
    "seeds=[10,123,1001,101010,234567]\n",
    "training_costs1=np.zeros((30,10,5))\n",
    "test_costs1=np.zeros((30,10,5))\n",
    "for i in seeds:\n",
    "    np.random.seed(i)\n",
    "    p+=1\n",
    "    nrows = 2500\n",
    "    ncols = 2000\n",
    "    pmask = 0.3 # mask 30% of entries\n",
    "    M=np.random.choice([0, 1], size=(nrows,ncols), p=[pmask, 1-pmask])\n",
    "    Z_init=np.multiply(M,sqrt_TPM_hvgs)\n",
    "    ntest1=[]\n",
    "    ntrain1=[]\n",
    "    for n in range(10):\n",
    "        Z=Z_init #Z_init is the same for all n_components\n",
    "        for l in range(30):\n",
    "            print(l)\n",
    "            model= NMF(n_components=n+1, init='random', random_state=0, solver='mu')\n",
    "            U = model.fit_transform(Z)\n",
    "            V = model.components_\n",
    "            UV=np.matmul(U,V)\n",
    "            Z=Z_init+np.multiply((1-M),UV)\n",
    "            training_cost=(np.linalg.norm(UV-Z))**2\n",
    "            training_costs1[l,n,p]=training_cost#Froebenius norm\n",
    "            test_cost=(np.linalg.norm(np.multiply((1-M),UV-sqrt_TPM_hvgs)))**2\n",
    "            test_costs1[l,n,p]=test_cost\n",
    "    ntest1.append((1-M).sum())\n",
    "    ntrain1.append((M).sum()) \n",
    "    print(ntest1)\n",
    "    print(ntrain1)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plot cross-validation results: "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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wgeCOIKIp4COF6upWFdwHEJ9eIxNcId7d3PIIBAJBY6FobgEEAsG9AxE9Cj51Rxz4IIjF4NaaX0ztJxAIBPc6QmESCAS3gyW4ktQFfDTWcQD9DYa6CwQCwX2H6JITCAQCgUAgqIMWOd8G8RhVvxORnIgGEY8jplvKSYrFVc86iqVfTyI6Z2R7eyIy6gBKPFZUqLFtZtQ7UH9eICKKIinWHBE9R3ox1AR3DhEtIh6XrEZon3qU+ar+HElE9LOpKTb0ryFpBNjjteUV1ES6H1bVN0896n+aiOKJSGvqficesy9Oej6d1EtfTkQPN4ZsAoGgJi1SYQKPG/UDY0zDGDvIGOvOGOsOHpepFE3gj8EYy2KMja47520zEDwsg66eNYyxLdLqczAyYq6+EI/dV5/9qZapD+5m9oCH+GlIXgX3DwIAMMYel2auNorBNdQdtyZKbTDo1sz2gobnHPhozT/MyDtIek7pK1YrwUcICgSCJuBee0k1FOPBh0QbMhrAXiZFUdeHeHT4X4mHUzlNRF5S+ptE9BfxUCVmz7ukb3mSLF7fSmV8Bx5gV5dvMBEdk+rcTtJEn9JX53wpPU6aS8kTfIjxa9LX6EPEo9XPIqLR4PMFbZW2PUFEu/TqeYyIfjAiZzrxiPV/Sks3KX0T8fmiDgJYQjzq+Y/SMRwnoiApnwsR7ZfkXEs8bIyzdPyJRLQafMi4BxF9QTxqfbx+W0oyLJba4SQR9SSi/xGP5h4l5RkoWQ2/J6IU4vNwjZdkjtM7Xy5EtFM6Z38RUV8pfQDdsjKeIb0I8MZgjB1njGXXcY57EdFRqbyjROQjpcsl60Cc1F4vE9Er4MrsQalNdcftLLX/DL1y3yeiN3TXEPFwJwsAjJXkH0tEqUTkIuWXEdF5MghaK5UTTUS/Sfmn6rXlQSL6BlLoDOLhhc5Jy6t6ZbxHPMr9fiLaRkSzpPSpUvvGSu1tq3fdfCGVf0Fq943StbBJr9xi6bhPEb/vehG3vF4goif12nEZ3br/TE5HIu0zSbo+fgfQVy/d6HVhsG9nIjog1XWA+PxKICI3ItolHWss1T3zOwCAMZbIGEs2J28t+18C0JaI3O+0DIFAcBuYE3DuflrAnVZzatn2G/gcLsa2nYAULBh8zh1bAIMBrAOfgFMG4CdwB1gAKJZ+PQGcM1LezXTwOYY2Sv+DwON1hYKHbfkDgJ20bQ6A/5P+pwN4Wfo/A1LAWfBgvbP06rm5Dj5xZKj0n8BnB3aR1r8BMNyInOng88cAwEQAP0n/N0nHK5fWV0IKHApuqftb+r8KwFvSf12wVGfcCtr6oF5dTtKvXJI1SE+G6dL/T8DnqLIH4ALgHyl9IPjcN+3A4+FlApgvbZsJKTCudJz9pP+dACRK//cA6Cv9b4VaAtYaaZ9iE9scdOUAeBTATun/dAA79bY56R2ns0HbO4PPN/a7XnqCJLsnbl1Dz6F6sNh5AF6V/g/W1W0g3/vgc3DZSPVkgCttA8EdurtI+ULAFSc7qW3iJZlCwedBs5HORypuXWtt9epZiFvX6ibwALEEPi9UIYBA8PvnFG4Fh2YAwqX/u8CtvhbgYU1019Y03ArEawU+H1UXE+ejHfgEqC7gz4EYXZuZuC6e08uzB8C/pP+TIQUuBp8HTdfWcgCtpf+HpfYxXB41kOsQ9AIaG5H7IvhHxSkA0wy2rYde8GGxiEUsjbe0xFFyzuAv1moQUTvwB/f/jGyzB9CBMbYLAJg0KR4RDQZ/GZ2RsrYCD49gjoldn/4APpPKPktEupnOHwQPuRJDPIKJJaoH49VZhE7hNidiZIwxIooG8CzxOHp9wBUiY2zT+/1EL307Y0wj/e8HPukmGGO/EVFb4mEq+oHPcgzG2D4iytfb/xJj7Lje+hgimgY+erMd+LHr2kIXUiQOQCvGWBGAIuI+Zzo/n7+YZPUhojTc6lqNA4/rBXDFRUW3IsI4SOc3BsDHRLQVvLv2Si1tcTu0BrCZeCgWhluxxh4FsIYxpgZuhgqqFcbYGSJyJe5/5gIgnzF2mbhFsTY2gltRV4C/3GuLlbib8RFuZZJlqxf4/fEn4xOpAvwc7mKMlQAAcUvkQ+BKjm5/ENEevXIDiGghgDbg94X+fbVHuv7iAFxljOmsWPHgSuDf4LPm75PyxwGoYIxVSfvojnswgCDi1lOAt7c3uIJhjN4ADjEpyDJxa65S2lbbdaFPH9y6z6Jxa2b1hyHdO9L9UCD9f6gWOW6XvoyxLCJyBbCfiJIYY7pnzD9ohG52gUBQk5aoMJXB+KzMY8BfCsZCV9QWdJQAfMgYMwzVcCcYG65IAPYzxiJr2UcXwkSDOzuXX4F/NZeDKz9qM2SrLcinsTZitaTX2J946I5ZAB5gjOVL3TP650l3rFq9/7p1hUEew3z6eWQA+rCaw+A/IqL/gvsBHSeiRxmPB1gfPgBwkDE2QlJuDknppoKo1sYO8C5jd3ALjUkYYxlEdJW4U3Bv8G5oo1lrWa/r3JpKB7glKYIxFktEz4FbrXSYcy6rGGPMMB9jTEu3fOYI3HJV4yPHBLW1u9HrgsjUIZo+h0R0GNzyZsgsxtivpvatVgljWdLvP8S70Xvh1keZNfgzTSAQNDItzoeJ8RhVciIyVJoiccuSYrhPIYArJI2eIyIrySfjfwAm0y2/og7SV+Dt8gekFxrxuFRBUvpxAH3plt+QLREpjRdxkyIYf0jX2CY9iLPAQ2psMlHmWL3fY7Xk0T+GgQDypHY7Aq6M6ixytcWBcwB/SRcQnz063IQ89eEXAC/pVojHQwMReTHG4hhjS8C7dnyl9PooTa3BuwYB3rWjL0OU7sVPRE5Suqlz9y14fL3R4MqTIcb23QAeVuR7PUugIU8RkTURtQVXaoyFnfkDQIR0/dmBWwwPg5/b4dL+rQA8obePPYBs4gFza1PW6sv/AEyX6gARKSX5ajtvJ8DjyrWV9tEPhGv0ujDgKPg5APgxHZH+HwDvZtX5VTkA3MLEpAElBovZyhIR2eksXdKxDQZ3FtehNFgXCASNRItTmCR+QfUo6J7gAWxNBWOdAOAVqbvsKAB3xtgv4L4Px6Sugh2o/YVnii8AtJLKng3gTwCQug6eA7BN2nYc0ovcBHsAjCDJ6dtg2yYAa6RtOsfyrQAyGGOmgoJaEdEJcF+g12rJ8z6AUEnOjwD8S0qfD2AwEZ0GV4KywV/u1WCMxYJ3bcaDdyfFmDzKO+cVnZxElIBbcbheJe7QHAv+xb6XuJO0URMDES0loisAbInoChG9byTbUgAfElEMuG+Ljg3gvjRnpfrGSenrpHoPGhbEeOBbewCZzLiz+UHwLqW/iUin4P4HvDustu44gF9r/wW/tj7QWTMM6j4Nfu38Ca50bGCMnWGM/SXVEQvePXwSUncUeEzCE+CxIutrqauNDeD+XKeJD6BYC0BR23mT2u19cKX/V3C/IB21XRcwyDNJusYngN8PkH4HSc+AU+CBluuEiEZI11AfAP8lov9J6e2J6GcpmxuAI9J18ieA/zLG9kn5LAB0A293gUDQyLTIiSuJqAeA1xljE5pbluaG+BwzZxhjX9ayPR3cIdUw4Km55VsB0DDG1ETUB8AXjE/hcNdDRMMAdGWMfdbcstwJxOf2+aQ2XxpJyStmjC2vRx2tGGPFksX1D3Cn5NN17deY3OvnzVyIaASAnoyxhgiYLRAI6qAl+jDpnGgPEpHcRFfFfQ8RnQLvBnujEavpBOB74vMsVQKY2oh1NSiMsZ+aW4Y7hYjmgncTNVZ3mI51RKQC96XZ3NzKEnBvn7fbRAHg380thEDQUmiRFiaBQCAQCASC26Gl+jAJBAKBQCAQmI1QmAQCgUAgEAjq4J72YXJ2dmaenp7NLUa9KCkpgZ2dXXOLcdcg2qM6oj1uIdqiOvVpj1OnTuUxxlwaWCSB4L7mnlaYPD09cfLkvT2i9tChQxg4cGBzi3HXINqjOqI9biHaojr1aQ8iutSw0ggE9z+iS04gEAgEAoGgDoTCJBAIBAKBQFAHQmESCAQCgUAgqIN72odJIBAIBHcPp06dclUoFBsABEB8kAvuLbQAzqnV6ikhISH/GMsgFCaBQCAQNAgKhWKDu7u7n4uLS75MJhOzIgvuGbRaLeXm5qpycnI2AHjSWB7xBSAQCASChiLAxcWlUChLgnsNmUzGXFxcCsCto0ZpmRam8jwgcQlQkAS09gX85gDWzs0tlUAgENzryISyJLhXka7dWg1JLdLCVPrn/yH39A4cONIGCccSUXpqSXOLJBAIBAKB4C6mRSpM6X+fg7N1Orq0icXlXHdcjE1qbpEEAoFAUE9ycnLkvr6+Kl9fX5Wzs3Owq6trkG69vLyczC1nxYoVbS9fvtwoPTAajQZvv/22e2OUbQ4hISE+R48etTEn7549e+z9/PxUCoUiJDo6uo3+tk8++cS5c+fOAZ07dw5YvXq1U+NIe3fRIhWmhKu9cSXfA53bxKOTUxqSsnybWySBQCAQ1BN3d3dNUlJSQlJSUsLEiRNzo6KirurWra2tze4qjI6Odr5y5YpFY8io1WqxcuXKZlOYbgdvb++KzZs3XwwPD7+un56dna34+OOP3U+dOpV44sSJxEWLFnW4du2avLnkbCpapMKUqpmDvJyVKMnZCqfSEUhRz2lukQQCgaDFkZ0NxbRp6PDww+g2bRo6ZGc3nl/typUr2wYGBvr5+vqqnn322U4ajQZVVVWIiIjoolQqVd7e3v4LFy50Xb9+vWNiYqLtuHHjvIxZps6ePWv14IMPKn18fFQqlcovOTnZUqPRYMqUKR29vb39lUql6quvvnIEgIsXL1qEhIT4+Pr6qry9vf33799v9+KLL3YsLS2V+/r6qkaMGOFpSuYXXniho5eXl79SqVRNnz69AwBkZGQoBg8e7BUQEOAXGBjod+DAATsAKCgokI0aNcozMDDQz8/PT/XNN9+0BoCioiJZeHh4V6VSqRo2bFjXiooKs9/7vr6+lb169SqTyarv8sMPPzgMHDiw0NnZWePu7q7p27dv4e7dux3MLfdepUU6fU8IBbLju2LXjTPws3XBM8orAITTt0AgEDQl8+bBLSUFNm5uqEpJgc28eXBbtw6ZDV3PX3/9Zb179+42p0+fTrSwsEBkZGTn9evXOymVyorr168rUlJSEgAgLy9P7uzsrFmzZo3rypUrL4eFhZUZlhUZGdn1nXfeyRo3blxBaWkpaTQa2rhxo2NycrJNYmJifFZWlqJXr16qwYMHF23YsKHt0KFDCxYtWpSjVqtRUlIiGzhwYMm2bduck5KSEkzJnJGRoThw4EDr1NTUeJlMhry8PDkAREVFdZozZ07OI488UpKcnGw5bNgw79TU1Pg5c+a0HzJkSMHOnTvTc3Nz5Q888IBfRERE4ZIlS1zatGmjSUlJSYiJibHp37+/SlfH0KFDu6anp1sb1j1z5syc6dOnXzdM15GZmWnp4eFRqVvv0KFDVWNZ5O4mWqTClH3xIrrJukFjW4p0zUlUZaehizYQkN33FkWBQCC4azh/nitLcjng5oaq8+dhlm/N7bJ3716Hs2fP2gUGBqoAoLy8XNaxY8fKiIiIggsXLlhPmjTJY9iwYQUjRowoNFVObm6uPD8/XzFu3LgCALC1tWUA2JEjR1qNHTv2ukKhQKdOndQPPPBA0ZEjR+x69+5d8vLLL3cuLy+n0aNH3+jTp09ZVVWVWTK7urpqZDIZi4yM7PzEE08UjB07tgAAYmJiHNLS0m4qOQUFBfLi4mI6dOiQw2+//ebw8ccftwOAiooKOn/+vGVMTIz97NmzcwCgb9++ZV5eXjeVwH379l24vZbkMMZAVN0lzHD9fqRFKkzJVsmwL7dHN40Xylk5LtLvcP3lOryHTm1u0QQCgaDF0K0bynQWpqtXYaFUooZFpyFgjCEyMjLv008/zTLcFh8fH79z587WK1eudN2xY4fjtm3bLpkqy5hiwBgzqi08+eSTRYGBgck7d+5sPXHixK6vv/569pQpU2q13OhjZWXFYmNjE3/88UeHb7/91mnt2rUuMTExqYwx/P3334mGPlmMMezatSvN39+/whyZgTu3MHXs2LHy+PHjrXTrmZmZFoGBgQmjsw8AACAASURBVI1y7u4mWqQPU4pXCk7bnYaWaeFCzjis/h5tM96BpqyguUUTCASCFsP8+biqVKIsN5crS/Pn42pj1BMeHl60e/dup+zsbAXAR9OlpqZaZmVlKbRaLSZPnpy/YMGCrLi4OFsAsLOz0xYWFtbocnBxcdE4Ojqqdf5BpaWlVFRUJOvfv3/R9u3bHdVqNTIyMhQnT55s1a9fv5KUlBRLDw+PqlmzZuVFRkbmnTlzxtbCgvdc6VuaevXq5ZORkVHNgJGfny/Lz8+XR0ZGFnzxxRcZCQkJtgDQt2/fwiVLlrjo8ulGvA0aNKhw+fLlrrr0mJgYGyl/0ZYtW5wA4NixYzZpaWk3rXj79u27oHOK119MKUsAMGLEiMKDBw+2zsvLk+fk5MhjYmIcnnrqKZPWufuBFmlhGj9oJsYGJOFwUg4W/+mBB50/RBubpxD77WL0mCTmZBIIBIKmoF07qBvDZ8mQXr16lc2dOzdr0KBBSq1WCwsLC7Z69epLcrkcU6dO9dR1MS1atOgKAEycODEvKirK09raWmtozdm6deuFqVOner7//vsdLC0t2Q8//JA2adKk/OPHj9v5+fn5ExFbvHjxlQ4dOqhXrFjR9vPPP3dXKBTM1tZWs23btosA8Mwzz+T5+vr6BwUFlWzfvj09IyPDsm3bthp9ma9fvy6PiIjoVllZSYwxLFy4MAMANmzYcHny5MmdlEqls0ajobCwsKKwsLDLS5cuzZo2bZqHUqlUabVa6ty5c/mBAwfS5syZkztmzBhPpVKpCgwMLPX39y8xt91+/fVXu/Hjx3sVFhbK//jjD4cPPvigfUpKSkL79u3Vr732WnbPnj39AOCtt97KMpT/foQYu3cnZQ0NDWUnT5687f2eAbAdwGMaNd5cl4NOhXKklM3Do102o/ThRDh6dG1wWWvj0KFDGDhwYJPVd7cj2qM6oj1uIdqiOvVpDyI6xRgLbViJgNjY2PTg4OC8hi73fubo0aM2W7ZsabtmzZorzS2LAIiNjXUODg72NLatRXbJFQKwBxAjV+DbwXK0qbKCwnEMqjQWuLhrdnOLJxAIBIIWQlhYWJlQlu4NWqTC5A9ABaAYwC9e7bDdOxu9CkOwN+d99HTeidQjvzezhAKBQCAQCO4mGk1hIqKNRPQPEZ0zsm0WETEicpbWBxJRARH9LS3/11hyAcAcAH0BdAFwGUCroe2RhSx0o0eRcc0T2lOvgWnu++5YgUAgEAgEZtKYFqZNAIYaJhKRB4DHwHUVfQ4zxrpLy4JGlAvOAJYBOAegG4D5rR2RHHIJnurOOFmxCD4uZ3Bs25bGFEEgEAgEAsE9RKMpTIyxPwAYG5r4CYDZAJrd29wWwJcALgA4FB6OY9bH0KtsAE5ceRxexW+jKL+omSUUCAQCgUBwN9Ck0woQ0ZMAMhljsUYm0upDRLEAsgDMYozF11LGNADTAMDNzQ2HDh2qt1wR3t5Y1b493HoqEBijRVHVTLjaD8GPn74Fx4Gj612+KYqLixvkGO4XRHtUR7THLURbVEe0h0DQtDSZwkREtgDeATDYyObTADozxoqJ6HEAPwLwNlYOY2wdgHUAn1agIYYZhwIIBLDlkcHwytyJIZcexn8vv4vwLsuQ6TQLXkGe9a6jNsRQ6eqI9qiOaI9biLaojmiPmuTk5MgHDhzoAwB5eXkWMpmMOTk5qQEYnR3bGKNHj/Z87733soODg2vMmK3jww8/dGnTpo2mrgkem4KrV6/KN2/e7DR79uzc5qjfzc0tKD4+Pt7Z2blOx9/169c7fvTRR+0vXrxofeTIkQT9WH2zZ89u9+2337aVy+Xsk08+uRwREXHXdfE05Sg5L3A/61giSgfQEcBpInJnjBUyxooBgDH2MwALnUN4U9AKwAYAKQBORA5DkiwJ3ppnUa5uhYw9c3EPT1UlEAgELQZ3d3eNbrbqiRMn5kZFRV3VreuUJa1WC42JQT07duxIN6UsAcBbb72VezcoSwCQm5ur2Lhxo0vdOZufnj17lu3atet8jx49ivXTT5w4YfPTTz+1SUlJif/pp5/Oz5w5s7Opc9RcNJnCxBiLY4y5MsY8GWOeAK4A6MkYyyEid5L66IiolyTXtaaSDQAeAe/n+8zCCsmDFXDWOiMmdwUGdvkOMT/GNKUoAoFA0DLIzlZg2rQOePjhbpg2rQOk0CUNzblz56y8vb39x40b18nf3191+fJli8jIyM4BAQF+3bp18581a1Y7Xd6QkBCfo0eP2lRVVcHe3r77jBkzOvj4+Ki6d+/um5mZqQCAV155pf2CBQtcdflnzJjRITAw0M/T0zNg//79dgBQWFgoGzJkiJePj49q+PDhXQICAvx0YUz0+e233+y6d+/u6+PjowoKCvItKiqSFRcX08iRIz2VSqVKpVL57d27txUA/PnnnzYBAQF+vr6+KqVSqUpISLCcNWtWh/T0dGtfX1/VjBkzOtTWBlVVVYiIiOiiVCpV3t7e/gsXLnQFgLi4OKt+/fp5+/v7+4WGhvqcPXvWCgAyMjIUgwcP9goICPALDAz0O3DggB0AZGVlKcLCwrxVKpXf+PHjO93O5NchISHlQUFBNZTRHTt2tBk1atR1a2tr5u/vX9G+ffvKI0eO2JpdcBPRmNMKbANwDIAPEV0houdNZB8N4Jzkw/QZgGdYM0xBvgxABwBLH3gAB9v8gd5VQ3E2dxAcUl9FeZm2qcURCASC+5t589yQkmIDF5cqpKTYYN48t8aqKi0tzfqFF17IS0xMTOjSpUvVihUrrpw7dy4xMTEx/uDBgw6nTp2qEYS2uLhYPnDgwKLk5OSE0NDQ4s8//9xozwdjDHFxcYmLFi3KWLBgQXsA+Oijj1xdXV2rkpOTE95+++2cxMTEGgpAaWkpTZgwoeuqVasuJycnJxw8eDDVxsZG++GHH7pZWlqylJSUhC1btlx8/vnnu5SXl9Onn37qMnPmzJykpKSE2NjYRE9Pz6rly5dnenp6liclJSWsXr261jAzhw8ftrt+/boiJSUlITU1NT4qKuoaAEyZMqXz2rVrL8fHxycuXrz4yvTp0zsBQFRUVKc5c+bknDt3LnHHjh1pUVFRngAwe/bs9v379y9KSEhIDA8PL8zNzbXQ1dGjRw9fX19fleGyZ88ee1PnJjMz08LDw6NSt96uXbvKy5cvW5rapzloNB8mxlhkHds99f6vArCqsWQxFwdw56hwAMcmDkLgyquoKF6EUM9++M/arXjq1QnNLKFAIBDcR5w/bwM3tyrI5YCbWxXOn69hgWkoPDw8KgYMGFCqW9+4caNTdHS0s1qtptzcXIuzZ8/ahISElOvvY21trR0zZkwhAISEhJQePny4lbGyn3766RsAEBYWVvruu+9aAsCxY8dazZkzJwcA+vTpU+bl5VVmuN+ZM2es27dvX9mvX79SANDFYzt27FirN998MwcAQkNDy11dXavi4+OtwsLCipctW9bu0qVLls8888yNgIAAk12H+qhUqvILFy5YT5o0yWPYsGEFI0aMKMzLy5PHxsa2GjVqlJcun0ajIQCIiYlxSEtLu6lEFhQUyIuLi+nEiRP28+bNSwWAZ5999kZUVNRNa8KZM2eSzJXHgBqjwIwMDGt2WmTwXVMMBfAcgE/btIFfz1MYdbonDlyZgwdazUXGxZHw6GLXzBIKBALBfUK3bmVISeFK09WrFlAqaygVDYWNjc3NF3tcXJzV2rVr3U6ePJno7Oyseeqpp7qUlZXVeEMrFIqbPR1yuZzplAlDrK2ttYZ5zOkkYYyRMcWgtn1ffPHF6wMGDCjZtWtX6yFDhig3bNhw0cPDo6rOisD9u+Lj4+N37tzZeuXKla47duxw/Oyzz660adNGnZSUlGBMhtoc5YnIqIA9evTwLSsrq9FztWzZsozhw4fX6sTdoUOHyoyMjJsWpezsbEt9i9PdQosMjYKqKuD8ZSAuFUjL4Ot6fAzAFcCn4YPwp8VJ+FROh72dFse/Wtos4goEAsF9yfz5V6FUliE3lytL8+dfbYpqb9y4Ibezs9M4OjpqLl26ZPHHH384NHQdffr0Kd62bZsjwH2PLly4UMN6FhISUpaZmWmp89e5fv26TK1Wo2/fvkXR0dFtAeD06dPWubm5Fv7+/hUJCQmWAQEBFe+9994/jzzySMGZM2dsWrdurSkpKbn5Ller1fD29vY3rCsrK0uh1WoxefLk/AULFmTFxcXZuri4aFxcXKq2bNnSBgA0Gg2OHTtmAwB9+/YtXLJkyU1ncp3/Ve/evYs2btzYFgC++eab1vp1nzlzJknnZK+/mFKWAGDkyJE3du7c6VReXk7x8fFWmZmZljqr291Ei7QwqQ9fgmyNHcqTbcE6VcBydiYsHvK8ud0RwFoAT8pkOBDph6DNcvyV+Rme6PIvxOyfgr6PeTSX6AKBQHD/0K6dGuvW1ep301j07du31Nvbu1ypVPp36tSpIiQkpLjuvW6PuXPn/vP00093USqVqsDAwNJu3bqVOTk5VRv6ZWNjw7Zs2XJhxowZnSoqKmTW1tbaI0eOpMydO/efCRMmdFYqlSqFQsE2bNhw0dramm3atKntDz/84KRQKJibm1vlxx9/nOns7KwJCgoqVSqVqkcffbRg7ty5V41ZqC5cuGA5depUT8YYiAiLFi26AgDfffdd2rRp0zovWrSofVVVFT399NPX+vTpU7Zhw4bLkydP7qRUKp01Gg2FhYUVhYWFXV66dGnW6NGju6pUKse+ffsWubq6mmXhAoCNGzc6vvXWWx75+fmK4cOHKwMDA0sOHTp0vk+fPmWPP/74DW9vb3+5XI4VK1Zclsvl9T4HDQ01g291gxEaGspOnjx52/uVDMmETYITNN5FqLhKoK6VsNtTc3DBswC+A7Buy15EXHoQmY6RSM9yxpD5X8PCokb2O0LMpVId0R7VEe1xC9EW1alPexDRKcZYaMNKBMTGxqYHBwfnNXS59yJVVVWoqqoiW1tbFhcXZzV06FBlenp6nEVDvTxqITo6uk1mZqbF3Llzm2Vepnud2NhY5+DgYE9j21qkhYklWkF2xQYyew3UTvlQnzfujP8pgF8BfP7MowhaehbW+csQ7tcbO9Ydx9gXH2xSmQUCgUBw71BQUCAfMGCAUq1WE2MMK1euvNTYyhIATJgw4UajV9JCaZEK0zVtPKxsekORZgu5RSn+KU2GPWqOZm0LYDWAUZYW+CHcFrN+dsfhrLfQpeo1/HP1KFzd7j4vfoFAIBA0P87Ozpr4+PjE5pZD0HC0SKdvl8UvI7PtSVClDAqyhuuc5bXmHQngaQDLe/piv+Nf8Kuchs7u+dj16bdNJq9AIBAIBILmpUUqTLYhxej8d3/ktE4FZVjDyu8hk/lXAXAgwqoJ/VCMEqTnfIpwt7k4efyuc+IXCAQCgUDQCLRIhQldwkGFjqiatRB03RLYPQoor33KB1cAKwEcbm2L73rlQ8l64To9hJNf/xtaMQG4QCAQCAT3PS1TYbKdD3SZhI4zv0GufTrom/Zg57NN7jIWQASADx7rgdNWiWhdsABjgtbi+01NPiJWIBAIBAJBE9MyFSY4A1gOuvZvlL38ISjXCmwzAyprn06CwB3AbWQyfBLpBzvWCgnX3wbOvoMbYkyCQCAQNDs5OTlyXfwyZ2fnYFdX1yDdenl5udmjdFasWNH28uXLjTIoSqPR4O2333ZvjLLNQRdc2Jy8e/bssffz81MpFIqQ6OjoNrr0w4cP2wYHB/t6e3v7K5VK1VdffeWo2zZy5EhPHx8flVKpVD3++ONdCwsL7xs94745kDvC82V4/Ot7XLO7AtrqDnYxx2T2dgBWAPivhyO2e6fDvyoSvX1T8eWy258LSiAQCAQNi7u7u0Y3u/TEiRNzo6KirurWjYX4qI3o6GjnK1euNMocAFqtFitXrmw2hel28Pb2rti8efPF8PDw6/rpDg4Omm+++eZiampq/N69e1PffPPNTvn5+TIA2LBhw+Xk5OSElJSUBFdX16rly5e7GC/93qNlK0wgkMV8FL+wDJRtDbapCqhSm9xjAoDHAbw3KhSXZVkozv0YD1q8gXNx9+4EoAKBQNAslGUrcGJaB/z6cDecmNYBZdmNNtXNypUr2wYGBvr5+vqqnn322U4ajQZVVVWIiIjoolQqVd7e3v4LFy50Xb9+vWNiYqLtuHHjvIxZps6ePWv14IMPKn18fFQqlcovOTnZUqPRYMqUKR0NLS4XL160CAkJ8fH19VV5e3v779+/3+7FF1/sWFpaKvf19VWNGDHC05TML7zwQkcvLy9/pVKpmj59egcAyMjIUAwePNgrICDALzAw0O/AgQN2AFBQUCAbNWqUZ2BgoJ+fn5/qm2++aQ0ARUVFsvDw8K5KpVI1bNiwrhUVFWa/9319fSt79epVJpNV3yU4OLjC39+/AgC8vLyq2rRpo7569aoCAJycnLQAt6RVVFTI7sYgundKi5yHqRpdXobHFGfkr3kLjt+0A3v+KqhbzVm/dRB42BR/Sxn+PdwJn+5ujxSHB7BzxXb4bxiDe+3a0JZqUXakDNprWsid5bDuaw2ZbQvXowUCQdNwdp4bilJsYO1WhaIUG5yd54beDR8q5a+//rLevXt3m9OnTydaWFggMjKy8/r1652USmXF9evXFSkpKQkAkJeXJ3d2dtasWbPGdeXKlZfDwsJqBAOOjIzs+s4772SNGzeuoLS0lDQaDW3cuNExOTnZJjExMT4rK0vRq1cv1eDBg4s2bNjQdujQoQWLFi3KUavVKCkpkQ0cOLBk27ZtzsYC3uqTkZGhOHDgQOvU1NR4mUyGvLw8OQBERUV1mjNnTs4jjzxSkpycbDls2DDv1NTU+Dlz5rQfMmRIwc6dO9Nzc3PlDzzwgF9EREThkiVLXNq0aaNJSUlJiImJsenfv79KV8fQoUO7pqenWxvWPXPmzJzp06dfN0w3xv79++0AQKlU3hw5NWLECM/ff/+9ta+vb9n69esvm1POvYBQmECQWb2Pgkn/huPny8Ciy0HvqQFF7U3TETxA75Sgdnji6EkMyH0DT6tG44ftT2LUmBrX3l1N2W9lqEysBDQA0zCUx5TD9jHb5hZLIBC0BIrOc2WJ5OBK03mzfGtul7179zqcPXvWLjAwUAUA5eXlso4dO1ZGREQUXLhwwXrSpEkew4YNKxgxYkShqXJyc3Pl+fn5inHjxhUAgK2tLQPAjhw50mrs2LHXFQoFOnXqpH7ggQeKjhw5Yte7d++Sl19+uXN5eTmNHj36Rp8+fcqqqswLvebq6qqRyWQsMjKy8xNPPFEwduzYAgCIiYlxSEtLu/miKSgokBcXF9OhQ4ccfvvtN4ePP/64HQBUVFTQ+fPnLWNiYuxnz56dAwB9+/Yt8/LyuqkE7tu378LttWR1Ll68aDF16tQumzdvvqBvhdq1a1e6Wq3GxIkTO2/atMnppZdeulafeu4WhCkBALq+hE4vfIVCmzzIvm4HlvFPnbtMBjAYwNzIYFRCjeKK13H+p09QUtLo0jYYlecqURlbCVQCUAPaa1po8jR17icQCAQNgn23MpRftQDTAOVXLWDfrYZFpyFgjCEyMjJP58+Unp5+btmyZdnu7u6a+Pj4+Iceeqh45cqVruPHj+9cV1nGupgYY0b7Fp588smiQ4cOJbdr165q4sSJXb/44gsnc2W2srJisbGxiRERETd27tzp+PDDD3fTHcvff/+dqDuWf/7552yrVq0YYwy7du1K06VnZ2fHBQUFVdQmM8AtTDqneP3FHDmvXbsmDw8P916wYMGVAQMG1JiUUKFQYOzYsdd//PHHNsb2vxcRChMAgCCzmYfr4z4FLthCu7UU0JhWHAjAOgB5rS3weT8Gb83DeKxHLFYtM+04fjfAKhhKdpegZFcJyJYg7ySHrJ0MrJABQl8SCARNRdD8q7BXlqE81wL2yjIEzb/aGNWEh4cX7d692yk7m/tI5eTkyFNTUy2zsrIUWq0WkydPzl+wYEFWXFycLQDY2dlpCwsL5YbluLi4aBwdHdU6/6DS0lIqKiqS9e/fv2j79u2OarUaGRkZipMnT7bq169fSUpKiqWHh0fVrFmz8iIjI/POnDljq4snp29p6tWrl09GRka1bo38/HxZfn6+PDIysuCLL77ISEhIsAWAvn37Fi5ZsuSmI7VuxNugQYMKly9f7qpLj4mJsZHyF23ZssUJAI4dO2aTlpZ204q3b9++CzoFS3+pqzuurKyMwsPDu02YMCFv4sSJN8eJazQaJCQkWALcuX337t1tlEpluemzc+8guuR0dHsJHi+5oXjr62gV3Q5sYi6ok+mBDJ0BLAXw0gAPhJ9JgEfx+3C/ugAXLqxG165NIvVto85Uo2RXCbQ3tLB+yBqWIZaoOF4BTZ4GrDWDOkMNzTUN5G1rPCsEAoGgYbFpp24MnyVDevXqVTZ37tysQYMGKbVaLSwsLNjq1asvyeVyTJ061ZMxBiLCokWLrgDAxIkT86Kiojytra21f//9d6L+CLutW7demDp1quf777/fwdLSkv3www9pkyZNyj9+/Lidn5+fPxGxxYsXX+nQoYN6xYoVbT///HN3hULBbG1tNdu2bbsIAM8880yer6+vf1BQUMn27dvTMzIyLNu2bVvtc/X69evyiIiIbpWVlcQYw8KFCzMAPgpt8uTJnZRKpbNGo6GwsLCisLCwy0uXLs2aNm2ah1KpVGm1WurcuXP5gQMH0ubMmZM7ZswYT6VSqQoMDCz19/c3ux/k119/tRs/frxXYWGh/I8//nD44IMP2qekpCSsX7/e6cyZM3aFhYXy6OhoZwDYsmXLxeDg4PLx48d3LSkpkQGASqUq++qrry7V/wzeHRBj9+7ortDQUHbyZAMO6U9dhfQF+fD8+j1oPkqF/E0vQGbaCKcF8AiAksxy/LyxGClWX+H7+EexYnMPs6o8dOgQBg4cWG/R64JpGcqPlqP893LI7GWwjbCFRafqo2a1hVoUriuErI0M9pPsQfKm92Bvqva4VxDtcQvRFtWpT3sQ0SnGWGjDSgTExsamBwcH5zV0ufczR48etdmyZUvbNWvWXGluWQRAbGysc3BwsKexbaJLTh/vF9Fx5hcosS6APLodWFbd970MwJcA4ttb4WtVIXzKJ2Nop0+wb+/do4hqC7Qo/roY5QfLYeFrAftp9jWUJQCQOchg+4QtNNkalP9+31hRBQKB4K4lLCysTChL9waNqjAR0UYi+oeIzhnZNouIGBE5S+tERJ8R0XkiOktEPRtTtlokhsLhHeQOXwvEt4Lm+xswJ1hcVwAfEuH/hnXBVYsitLN6Hj+v+RGVtYenazIqEypRuK4Q6iw1bJ+0hd1IO8isaz/tln6WsAy2RHlMOaoumzeaQyAQCASC+53GtjBtAjDUMJGIPAA8BkB/foZwAN7SMg3AF40sm3GUM9Dh1c9QZlUMRbQ78I9ZU1HgJQDBVoT3hjmjEwvCyN7HsXJFRePKagJWyVCypwQlO0sgc5TBYaoDrIKtah0toY/tEFvIHGUo/bEUrPzusZQJBAKBQNBcNKrCxBj7A4AxjeMTALMB6L+NnwKwhXGOA2hDRO0aUz7jECyc3sLVoV8CfztAvf06YIafl65r7md/WxxofwPempdQdmYNsrIaXeAaqLPVKFxfiMq/K2EdZg37Sfa35cRNVgS7CDtoC7Uo3VtjtKhAIBAIBC2OJh8lR0RPAshkjMUaWDs6AMjQW78ipWUb7D8N3AIFNzc3HDp0qBGkVKHXyxNQsXcqrKLdEB8Yg1yYDpmi4zkPD7w+yhPHVuXhkUBnzHzhHF58o3ZfqOLi4oY7Bga4ZLrAPd0dags1LgdeRom8BDh8Z8W5ebjB/Zw7UqtSccO1aSIMN2h73AeI9riFaIvqiPYQCJqWJlWYiMgWwDvgcz7W2GwkrYZphzG2DnwKJISGhrJGGzWT+DbSH94Cz31RUCa7wn+aN8yJe/IQgDMA/t3fGu/9/jge9/ocCsW76NfPeP6GGvmjLdKiZHcJ1BfVsPC1gOMTjnCzdatXmUzLULS5CJ7pnrAfbA95m8afakCMhKqOaI9biLaojmgPgaBpaepRcl4AugCIJaJ08Cgjp4nIHdyi5KGXtyOAZujQkvCbjnZvLEOlRTksol2AawVm7SYHsBHA2jB7JDoUI6ztU1izMLaueTDrRWVyJQrXFkJ9RQ3bJ2xhN9quQeLBkYx3zTHGULq7FEwr/JkEAsHdS05Ojlw3W7Wzs3Owq6trkG7dMIhubYwePdozNjbWylSeDz/80OV2Zu1uTK5evSpfunSpS905Gwc3N7cgXZy7uli/fr2jl5eXv0wmC9FNuAkAO3bscFCpVH5KpVLl7+/v99NPP9nrtoWFhXn7+vqqunXr5v/ss892UqvN6+1pDJpUYWKMxTHGXBljnowxT3AlqSdjLAfAfwBMlEbLPQiggDGWbaq8xoVg1e51ZD20DYhxRNWeq2b5MgGACsC7ChleG9kOruiIcb2PYN26hlc2WBVDyc8lKPm+BLLWMjhMcYBVT/Mcu81F7iiH7VBbqC+rUXGs+ZzYBQIBJ680D8/teg5vxL6BN395E3mlYtojHe7u7hrdbNUTJ07MjYqKuqpb100+qdVqoTHxBbtjx4704OBgkw+7t956K9fc4LSNTW5urmLjxo3NpjDdDj179izbtWvX+R49ehTrp7u7u6v37t17PiUlJWHDhg3pU6ZM6aLb9tNPP6UlJSUlJCcnx+fk5FhER0c7Nr3knMaeVmAbgGMAfIjoChE9byL7zwAuADgPYD2AGY0pm1n4vwj3Nz6CWlEJiy0uQL7JuIzVeBOApqMc0YEMDyjGIGnfblxrwPCD6hw1CjcUovJUJaz6WHHHbufG6TKzDLKEhZ8Fyg6VQZ3dfNq9QCAAXvzvi9h6bisySjOQmJeIla/igwAAIABJREFUJUeWNLdI9SBbAUzrADzcjf9mN4qbyLlz56y8vb39x40b18nf3191+fJli8jIyM4BAQF+3bp18581a9bNAUYhISE+R48etamqqoK9vX33GTNmdPDx8VF1797dNzMzUwEAr7zySvsFCxa46vLPmDGjQ2BgoJ+np2fA/v377QCgsLBQNmTIEC8fHx/V8OHDuwQEBPjpW1V0/Pbbb3bdu3f39fHxUQUFBfkWFRXJiouLaeTIkZ5KpVKlUqn89u7d2woA/vzzT5uAgAA/X19flVKpVCUkJFjOmjWrQ3p6urWvr69qxowZHWprg6qqKkRERHRRKpUqb29v/4ULF7oCQFxcnFW/fv28/f39/UJDQ33Onj1rBQAZGRmKwYMHewUEBPgFBgb6HThwwA4AsrKyFGFhYd4qlcpv/PjxnW5n8uuQkJByXXw7ffr161fauXPnKoDPyl5aWiqrqKggAHByctICgFqtpsrKShkRNVtXR2OPkotkjLVjjFkwxjoyxr402O7JGMuT/jPG2IuMMS/GWCBjrAGn8L5zrD1eQWaf7WC/O6Jyr/lhjhQANhLhg8EOyLfUYEKoPd5/r/4WGsYYyo+Xo2hjEVg5Q6vxrWD7qC1I0XizchMRbJ+wBdkRSnaVgFWJrjmBoDn49ty32JG4A60sWyGoTRDc7dyRlJfU3GLVg3luQIoN4FLFf+fVz/HSBGlpadYvvPBCXmJiYkKXLl2qVqxYceXcuXOJiYmJ8QcPHnQ4deqUteE+xcXF8oEDBxYlJycnhIaGFn/++efOxspmjCEuLi5x0aJFGQsWLGgPAB999JGrq6trVXJycsLbb7+dk5iYaGu4X2lpKU2YMKHrqlWrLicnJyccPHgw1cbGRvvhhx+6WVpaspSUlIQtW7ZcfP7557uUl5fTp59+6jJz5sycpKSkhNjY2ERPT8+q5cuXZ3p6epYnJSUlrF69utYwM4cPH7a7fv26IiUlJSE1NTU+KirqGgBMmTKl89q1ay/Hx8cnLl68+Mr06dM7AUBUVFSnOXPm5Jw7dy5xx44daVFRUZ4AMHv27Pb9+/cvSkhISAwPDy/Mzc29OQtyjx49fI0F892zZ4+9UaGM8OWXXzoGBweXWFlZ3XzRhIWFKV1cXIKdnJzUEyZMaJoRSEYQseTqIvBFuL4RAO3RMbDc1BZ4oghoY965DwLwkq0C74U7Ys3unlBqt+HMmefQw7yoKTXQFmtR8p8SqNPUsPC2gO1wW8jsmqZXVWYjg91Tdij+uhil+0th97hdk9QrEAg4Hx/7GG/88gY62neEykUFRakCOSU58HP2a27R6sF5G8Ctint/ulXx9cbBw8OjYsCAATfnSdm4caNTdHS0s1qtptzcXIuzZ8/ahISEVAtxYG1trR0zZkwhAISEhJQePny4lbGyn3766RsAEBYWVvruu+9aAsCxY8dazZkzJwcA+vTpU+bl5VVmuN+ZM2es27dvX9mvX79SANDFkzt27FirN998MwcAQkNDy11dXavi4+OtwsLCipctW9bu0qVLls8888yNgIAAs7/CVSpV+YULF6wnTZrkMWzYsIIRI0YU5uXlyWNjY1uNGjXKS5dPo9EQAMTExDikpaXdVCILCgrkxcXFdOLECft58+alAsCzzz57Iyoq6ubszmfOnKmX9v7nn3/aLFy4sMMvv/ySop9+9OjRlOLiYoqIiOj6888/2w8fPryoPvXcKSI0ihnYdJmBzNDdYL85oXL/7blVvQUgIUCBPzy0eKrDICx5J8tcV6hqVKVWccfuS2rYhtvCbqxdgyhLeXnAm28Cw4fz3zwT7hAWXSxg1ccKlacqUZlyF0xjLhC0ALRMi9f2vYY3fnkDo1WjcWzKMQS5BSG/Mh9+zn6Y029Oc4tYD7qVAVct/p+98w6Potz++Ge2ZUt6NhWSUJKQTglFEqoggoKAggoKXIoocNV7USl6vdhAAUW8KCIgClxAVIodvSI1FkQiLUAKhPSQXrZly/z+GAKhB0go/vbzPO8zu7Mz874zW+bsOef9HrAjLcMuMCoaC41Gc+bGfvDgQZcPPvjAf+fOnWlpaWmpPXr0qDKZTBe46RUKxZlfa7lcLtYZE+ejVqsd52/TkFCVKIrCxXJOL7XvlClTyjZu3Jjp4uIi3n333RF1obqGEBAQYD98+PDh7t271yxatMjvkUceCRVFEU9PT1tdntfRo0dT09PTD9eN4c8//zxSt/7UqVMHXF1dRYBLhcWux8OUnp6uGj58eOuPPvroRGRk5AU3GFdXV/Hee++t3LRpk2dDz7mxcRpMDSF+MvpnXsWBA9XHXlDV4GLPqICVMjnTBrqjkukY3f5X1qxpeNeiTcS4xUjNJzXIXGW4j3fHpeP1J3YXFcH//gfDhsG6dbB/P3zyiWQ4vfsubNgAP/8Mx4+Dqd5PmKaXBrm/HONXRhw1Vy4b48SJk2vHbDMzYsMIFv62kKe7PM36Yetp7t6c+f3mMyduDvP7zUevvWiU6Dbh5SKIMEGxUlq+3PC8h+ugoqJCrtPp7F5eXvaTJ08qd+7c6d7YfXTt2rVm3bp1XiB5To4fP36B9ywhIcGUl5en2r17txagrKxMZrPZSEpKql69erUPwL59+9TFxcXKmJgYS2pqqio2Ntby4osvnurTp09lSkqKxsPDw24wGM7cy202G+Hh4THn95Wfn69wOByMGzeu/JVXXsk/ePCg1tfX1+7r62tdtWqVJ4DdbueXX37RACQlJVXNnTv3TDJ5Xf5Vly5dqlesWOEDsHbtWo/6faekpBytb3zVtSt5hIqLi+X33ntv2OzZs3P79Olz5gZbXl4uy87OVoCUg/X999+7R0ZG3rRCp86QXAPRhj9OTrtvaf79vVi3ZqIaGt7gfTsAw/VKFnbTMX1nb2Z++jODByfidgWb237KTs3GGhzFDlw6u6Dpo7nqXCWzGVJT4cABqR08KC1Pnap3blrQaCTDKDcXfv31wuO4u0NgIAQGCrQL0TGzdRWH3jGwP9iVwCCBgADpdW/vBslVOXHi5AqUm8oZsn4IO0/u5M273mRq16mNOgP21iDQBksvmXfTVCQlJRnDw8PNERERMSEhIZaEhISaK+91dcyYMePU8OHDW0ZERETHxcUZw8LCTN7e3udMz9NoNOKqVauOT548OcRiscjUarVj9+7daTNmzDg1atSo0IiIiGiFQiEuX778hFqtFj/++GOfjRs3eisUCtHf3792wYIFeXq93h4fH2+MiIiI7tu3b+WMGTOKLuahOn78uOqxxx5rIYoigiAwe/bsXID169dnTpw4MXT27NlBVqtVGD58eGnXrl1Ny5cvzx43blxIRESE3m63C4mJidWJiYnZ8+bNyx82bFir6Ohor6SkpGo/P78GFx1dsWKF18yZM4PLy8sVgwYNioiLizNs37494/XXX/fPzc11ee2114Jee+21IIDt27cfM5vNsoEDB4bV1tYKoigK3bt3r5o6dWrxdb4114xwNRnutxodO3YU9+69cbnhhtWd0PztV2SDSuG/ruB6QQ7fJbEAHc0mViwzoq7IZU11LG/Mk19UfE4URSx7LZj+Z0JQC+ju06EMU170uGf3gezss4ZRnXGUlsYZDSi1GmJjIT5eanFxkifp5EkICIDCQmjTBqZNkx4XFEit7nH9dXcHmnmtn4lpX2tYvudsrqRSyRnjKTDw7OPz1/n7g0p1dvwlJTB3LiQnl5CUpGf6dNDfzn+cGwmnOOFZ/j9di5zKHAasGUBaaRorh6xkRNyIC7a5nushCMIfoih2vM5hXsD+/fuz2rZt69Q5QPKIWK1WQavVigcPHnTp379/RFZW1kGl8vK/5dfL6tWrPfPy8pQzZsy4aYbF7cz+/fv1bdu2bXGx15wepqtAFzOWvNitBH3TF+uO46juDWvwvi7Ah2oN0+6RsXFtCM2qtnDs2L0XbOcwODB+ZcSabkURpkA3SIfM9dzIaVUVHDp0oXFUVU/1oGVLySgaNkwyjOLjISwM5OcpD8THS4bK0aMQFcUZQ8XfH9q2vfT5iKILlf+1MnewiQkvKcmqkl9gZB0/LoX1ii/xtdXrzxpSeXmSN8zHR+DIEWlM8+c38OI6cfIX4mDRQQasGUB1bTVbHt3CnS3vvNlDcnINVFZWynv27Blhs9kEURRZtGjRyaY2lgBu5iyyvzpOg+lq6DAZjyeTYGJflB+5Qm8zaC+YiXpJOgMJLWR8GqviQToz/YUSxkw5+7o104rhSwOiSURztwZFBxfSM4ULDKMTJ87u4+4uGT2PPnrWMIqNldY3BL3+2gwTQRBwH6qj6oMqonIMdB7ndslwodUq5UxdzFNV9/jECbBY4PhxH8LD4SaKuTpxctPYnrWdIZ8MQafSsWvsLuL942/2kJxcI3q93n748OEjN3scThoPp8F0lbi2e4T8qJ0Eft2d2t0nUPVruJcJ4FW5ksQe1fRLlzMqKpVJk9ozZJDIkx1NaNMsVMhkLM925YcpCg4dkrwuADKZFC7r3BnGjz8bVgsJuXk5QzJXGdpBWgzrDZi2m9D2vXiIUqmE5s2ldimmzILv4qDIy0r6PiX578EPP0C/i1UddOLkL8j6Q+sZvXk0Yd5hfPfId4R4hNzsITlx4qQeToPpakmYhNvk3vD3bSg/0kEPC6gvW3boHDTAe95ezO9uYvaPMawefhIPvNGm6Vj2mwuzvtfg5iXQti1MnnzWaxQVJSVm32qoIlRYO1ix/GJB2VqJsuW1uZzt06GmDBS5DoL6gNEL7r4bHn9c8oBdKUHeiZPbmTqNpe4h3dn88Ga8NbdEmTInTpzUw2kwXS2CgFvnBymM+AX/zV2onZiFqnfrK+9Xj0RBIPlYFuXqQMIIplaw84PhKO2f7krWh1L+0O2E9i4ttiwbhi8MuD/ujkzTcLUKI/AhsEoLJi3Q3IUgIK4txB2Dt96SPE0ffQQ9ezbRCThxcpNwiA6e/eFZ3v71bYZFD2P10NWoFQ0P8ztx4uTG4dRhuhY6TkLz+EsIZjnKFWqwXL2IY2uTyI4QOKyHL1rWQIgO39iU285YAhBUArr7dYgGEeM3xgYJtpUDrwGhwFOAN9ARaFVTw1Fgnxwemw87d0rhyF694B//AKPx0sd04uR2wmKzMGLDCN7+9W2e6vwUnzzwScOMJXMJpDxHbOnzkPKc9NyJEydNjtNguhYEAY+kwRS12gub/Knde/UyIjl+MtyqK9gXKOAm9+FYq1DaH1pHr5VJ/C/9mwYZHbcSikAF6p5qrEes1B64tAFZAExDMpReBLoAu4A/gV6Av9nMUMAGJAA53SRRzb//Hd55B9q3h19+aeKTceKkiakwV3D3f+/m08OfMv+u+SzsvxC5rIHFsw/PhqKdkpZI5RE4cjsX321cCgsL5XXq0nq9vq2fn1983XOz2dzgbM+FCxf61AkmNjZ2u53nn38+oCmO3RDqigs3ZNuvvvrKLSoqKlqhUCSsXr36HIXtt99+Wx8aGhobGhoau3jx4jMx5B07dmjDw8NjQkJCYsePHx9ct37ZsmVerVu3jpHJZAkN7f9Ww2kwXSudJ+My/mUEgwLFciXUNli7C4Dc9oXkeZtpfqqQPG0Z6zqa4a557HhkK/1qThG5bgBr/1iM1X51x72ZqBPVKEIUGLcYsZefo89GJvA40AJ4CxgI7Ae+BroBemA+MOfQITaefq0tMBKYqoN5i2DrVikJvls3mDFDmlXnxMntRk5lDt1WdOPnnJ9Zc/8ank189sqClIYcSP8AdgyGtEVQtgdX23HQBEDl7Vx8t3EJCAiw16lLjx49uviJJ54oqnuuVqsb/C909erV+tzc3CbRAHA4HCxatOimGUxXQ3h4uGXlypUnBgwYUFZ/fUFBgWLBggUBf/zxx5HffvvtyOzZs5uVlpbKASZPnhy6fPnyE1lZWYeOHj2q3rRpkztAhw4dTJs2bcpo3759o4uE3iicBtO1Igh43jmA4tADCBsDqN1/dV6m6UHx5CYV8cHAEoq6nGCXTsEBUeQxcyEusQ+RNnILj/gnEPDdZN7cPoOa2lv/MybIBLSDtQiCgGGzAdEhsh8YAUQAHwNjgTRgLVJx4ksRDGwDZgBLgTuAZndKsgrjxkk6TQkJ8McfTXlGTpw0LodOHaLrh13Jqcphy6NbGBk38uIbOmxwajf8ORO+bQtfhMDvT0DFAfCMA+9OlKnag6kQPCJv7Ek0IgXVBYqJX01sdufKO8MmfjWxWUF1QZPl1S5atMgnLi4uKjIyMvrRRx8NsdvtWK1WhgwZ0jIiIiI6PDw85rXXXvNbtmyZ15EjR7QjR45sfTHP1IEDB1zuuOOOiDZt2kRHR0dHHTt2TGW325kwYULz8PDwmIiIiOiPPvrIC+DEiRPKhISENpGRkdHh4eEx//vf/3RTpkxpbjQa5ZGRkdFDhw5tcbkxP/74481bt24dExERET1p0qRmADk5OYp+/fq1jo2NjYqLi4vaunWrDqCyslL2wAMPtIiLi4uKioqKXrt2rQdAdXW1bMCAAa0iIiKiBw4c2MpisTT4vh8ZGVnbuXNnk0x27i4bN25079WrV5Ver7cHBATYk5KSqr744gv3jIwMpcVikfXs2dMok8kYOXJk6caNGz0BEhISzPHx8bf131xn0vf10GUSitHDEF7dgHyZDNrbQNGwS6pX+zBf3esctV49sNS1BfOBlaYi5nkGkTdwGc8ZivnX3sVMqD7Oi11fxN+9WZOd0vUi95SjHaDFsNnA8t1mJvbQ4AY8C/wDCLyKYymB14EewGikEN0Sd1i2DO6/HyZMgC5d4IUXpFZfOdyJk1uNHVk7GPzJ4EtrLJlLoGAL5H8DBd9DbTkICvDtBu3nQ9C94B4JllI4MhfV8WTwSIKo27f47qzts/zTStM0/jp/a1ppmmbW9ln+Swc1fqmU33//Xf3FF1947tu374hSqWTEiBGhy5Yt846IiLCUlZUp0tLSUgFKSkrker3evmTJEr9FixZlJyYmXlAMeMSIEa1eeOGF/JEjR1YajUbBbrcLK1as8Dp27JjmyJEjh/Pz8xWdO3eO7tevX/Xy5ct9+vfvXzl79uxCm82GwWCQ9erVy7Bu3Tr90aNHUy835pycHMXWrVs90tPTD8tkMkpKSuQATzzxRMj06dML+/TpYzh27Jhq4MCB4enp6YenT58edPfdd1du2LAhq7i4WN6pU6eoIUOGVM2dO9fX09PTnpaWlpqcnKzp0aNHdF0f/fv3b5WVlXVB4tzTTz9dOGnSpLLz19eRl5enCg4OPpN70axZM2tubq7y5MmTqsDAwDPrQ0JCrJs2bWp6tc4bhNNguh4EAa/+fSj96Ag+n4dhnVSAsn3wlfe7Ah7AUxp/ngR+stbwqimfHXc8w3uCwPtpX9Nvz1wWRD9CVFCX6+6rMRGBb4HX41SMzrAydKcZoZWSB5or8LqO4w5AynEaAYwCtgP/GSCpnT/1FLzyCnz1FaxcKckwOPlrUVICr78OP/3Ulk6d4J//lPTHNBppQsDtwKeHP2XUplG09mrNlke3SBpLogjlKZD/LeR9A6W/ASKo/aH5EAi6BwLuApXHOcdyOLwxl7xMTeEptO5+qB3q2zZUkFGWofHX+VvlMjn+On9rRllGk+S2fPfdd+4HDhzQxcXFRQOYzWZZ8+bNa4cMGVJ5/Phx9dixY4MHDhxYOXTo0KrLHae4uFheXl6uGDlyZCWAVqsVAXH37t2uDz30UJlCoSAkJMTWqVOn6t27d+u6dOliePLJJ0PNZrMwbNiwiq5du5qs1oalWfj5+dllMpk4YsSI0HvvvbfyoYceqgRITk52z8zMPGPkVFZWymtqaoTt27e7//TTT+4LFiwIBLBYLEJGRoYqOTnZbdq0aYUASUlJptatW58xArds2XL86q6kRF09uvoIgnDR3Nu/Uv1Dp8F0vXSdhDDyEZi3FtkyByyyX1h/5BoRgD5KV/ro25LjsDOnZB8rg7uypc19bClNJ/bnV3nTJ5K72wxvlP6uFRvwKfAGcBAIARwDNChybAzfbMD9MXdwub4vTTPgJ+AlYA7wG/CpF6xeDQ88IOk1JSTAyy/Dc8812NHn5DZg6lT44guoqvLizz8lD2MdGo1UPFqnu/yyIdtcbFm/kkVJjoPfPzDjYnRg0cro9LgaffC5poooimAHbCDaRESbyMq9K3k7+W1G+Y9iXo+XcEvNoLb4cyg9jGgxgahG1N4Hrv9C1EYiqgKhEsRSEVJAtNVIx7OLYANrsZ1ag0hZtTuniuy0Npnxua/hdS1vJcK8w0x1HqYiQ5EywifiAo9OYyCKIiNGjCh555138s9/7fDhw4c3bNjgsWjRIr/PP//ca926dScvd6yLGQCiKF70B+6+++6rjouLO7ZhwwaP0aNHt5o6dWrBhAkTLum5qY+Li4u4f//+I5s3b3b/5JNPvD/44APf5OTkdFEU+fPPP4+cn5MliiKbNm3KjImJuSDsdSmj5Vo9TM2bN6/99ddfXeue5+XlKePi4kwtWrSoLSgoOOPrz87OVgYEBNw+ibhXwHlbuV4EAe9B3ShfnYHXZyFYpxSgjLmMpPU1EiyT875vRxYCK8oOM8du5VDii/S3GvE/uJIZ9hqein8cmezGvaVmpLyk+cBxIApYieQJUqplWIdoqVlVg/EHI7pBuuvuT4EkRdADeBRJhuB9YPQQSEqShD6ffx42b5a8TZG3b2qHEyQJiZdegv/+t65wdAVeXp6Ul8Po0WAwSNtcbFlWBjk5F66/2smnCgW46kRimzl47g4jYT52lC7ggkj1klqKHQIqmYhKDkqZiMtF/isNZShDZUOhGNgANbRFmtJwcawOC1aHgFUEqyhgdYBNlJ7bRAFfORhrBQy1UGwSEPc68Lnv6s7rVuHlXi8Xzdo+yz+jLEMT4RNhernXy0VN0c+AAQOqH3zwwdYzZsw4FRgYaCssLJRXV1fLdTqdQ6PROMaNG1ceFhZmmTx5ciiATqdzVFVVXfBu+vr62r28vGxr1671qB+S69GjR/Xq1at9nnjiidKCggLF3r17XZcsWZKTlpamatWqVe2zzz5bUlVVJU9JSdEqlcoykIrz1tWW69y5c5sNGzZkBgcHnykKVV5eLjOZTLIRI0ZU9uzZ0xATExMDkJSUVDV37lzfWbNmnQL4+eefNYmJiabevXtXvfnmm34fffRRDkBycrImKSnJlJSUVL1q1Srv/v371/zyyy+azMzMM168a/UwDR06tOr1119vVlJSIrfZbCQnJ7u///77uT4+PnaVSuXYsWOHtnv37sa1a9f6PPPMM03ynt4MnAZTY5A0CcfwcfCfj+ADK7ztAHnTOMldgEneMUwCkmvyea7kIL9GDuefSi3P5/7MoyX7eKvNw7hp9E3SP0AVkqHyNlCEVCPvLeA+zp1FoAxRok5UY042owxToopqnCSjfkghupHAGKTk8Hd94dNPYf16mDJFkh+YMweefvr2Cds4OctPP8HEiZCZKYVZAwNBoTAiCJ506SJ5Ea8WUZRmVl7K0Kp7bDKIqKvteJlt+NlsNBNsaGWSpWWyQpVFoNouIBfgmEFBrQOsdoFaB9TaBeyiDR/XY6T7fM4RIYeeWjOjPSycqvHnUFEHUvI6c+RUHCabEosNLHYBix3MVgGrHRyigChyyTYmzEi43k6lzU5ksEh6iZxbKzjfcALdAm1NkbN0Pp07dzbNmDEjv3fv3hEOhwOlUikuXrz4pFwu57HHHmtRF2KaPXt2LsDo0aNLnnjiiRZqtdpxvjdnzZo1xx977LEWL730UjOVSiVu3Lgxc+zYseW//vqrLioqKkYQBHHOnDm5zZo1sy1cuNDnvffeC1AoFKJWq7WvW7fuBMDDDz9cEhkZGRMfH2/47LPPsnJyclQ+Pj7nTC0uKyuTDxkyJKy2tlYQRZHXXnstB2D58uXZ48aNC4mIiNDb7XYhMTGxOjExMXvevHn5EydODI6IiIh2OBxCaGioeevWrZnTp08vfvDBB1tEREREx8XFGWNiYgwNvW4//vij7pFHHmldVVUl37lzp/urr74alJaWlhoUFGT75z//WdChQ4cogJkzZ+bXjf/dd9/NHj9+fEuLxSL07du3csiQIVUAK1as8Jo5c2ZweXm5YtCgQRFxcXGG7du3Z1zve3sjEW43vZ/6dOzYUdy7d+/NHobEzsVUDr8XDyEA645SlG2CGrRb/aTva6XYZmLqie/4TB+PxSsMWU0RPU5+x38CEojzabyknlPAO8B7QCVwFzATST/pUgE30S5S/VE1jgoH7hPdkblf3nq5muthA15B8jpFIYUFY5AK+k6cKOU1de8uqYS3vjox9luGxvh83E6Ul0vG0IcfSu/ZsmWSwTR3LiQnl5CUpGf6dKlodGMhWkVseTZs2adbrg1OBxFk3jIUwQoUIQqSP7eB0U6tQobKJmLRyhnw2ulQmCFbykXK/5aKvB8ZmmtiuwnmtYri2S5/R2h2L+hCG2W8/57mIKLaTKDaSIFZS5qbmlfmXd2/AkEQ/hBFsWOjDKge+/fvz2rbtq1TSfMq+PnnnzWrVq3yWbJkSe7NHosT2L9/v75t27YtLvZak3mYBEFYgSS3c0oUxdjT614FBgMOpPvv30RRzBcEoRfwBXDi9O4bRVF8panG1iR0n4R16CT4YAksNcF8xw1zbfgqNKwOv5+PRZF5GV/ytsyF7dGjiRcdhGV9z8sKJSOa9b7m5LssJA/ScsAC3I803b8hv7aCXEA3VEfVsioMXxpwfcS10ZIAFUgGU12IrhOSMfe3ACnnZdUqKSk8Pl6qR/fEE05v063Mhg2SQGlxMUybJoXj6uonzp8P27cfahTj0WF2YM+xY822Ysu2Yc+3S79IgNxPjks7lzNGkszt7AemrXs1JZ/+jtbuglFuxv9uAf7cIRlKFQcByFXhCTvnAAAgAElEQVQGM6BQwzGLlTWDlzGy3d+ue7zn89Q0GXPnalmcbCQpScv0aY3ehZMbSGJioikxMdFpLN0GNGVI7mPgXWBVvXXzRVF8EUAQhKeAfwNPnH5tlyiKA5twPE2LIKB/KI6qDfm4r2+GbfIpFK1vrDaZXBCYGXYfM4Fvc3fxXGkaqeGDeUSrZ1LZMSZVZ/J8s964Kxo2EeUwMBdJM0mGNEPtOeBqU4PkPnK0/bQYvzFi+c2C+o7GrZXVFylE9wgwDilEt1iAMWPgzjsl+YEpU2DTJslzEeIsAn9LkZ8vGUqbNkG7dvDNN9ChQ+Md31HtkDxHOZIHyV50OvIhA3mQHJcuLihDlcibyy9dB9FuxqfwH/jE7Qe7QRKSPGKTpv37dYf2b3JIFc6AL6dQabHy3SNb6NOqT+OdRD30+sY1IJ04cdIwmsxgEkVxpyAILc5bV3/Kpg5pJvpfh16TsQz8B3z8Do5lNfC6CDdpSuU9zbtzT/PupJWl89TBj/hf8x7MDb2HN2trGJDzI3N8YonTXtyg+xVpxtsXgBZ4EpiKJCZ5rajaq7CmWzH9ZELRUoHCv3E/egHAD0jhuZeB35FCdHHBsGULLF0KzzwjhXfefhvGjr1pb42T0zgckgH73HNSbtEbb0gz4pTXodoiiiKOcodkHJ2UjCRH2Wn3kRIUzaUSPooQBYpmCgTlRT4ENgOU74eyfVC+D8r+gMpUEE/n48o14NoSFO7QZyuoPM5oLGmVWnaN3UXbgEsndTtx4uT2pElzmE4bTF/XheROr5uNpENYCfQWRbH4dEhuA5AL5APPiqJ4+BLHnAhMBPD390/45JNPmmz810LQ0S8Ien4mrh5uHFryOyUujstuX1NTg6ur62W3aQyqa6tYbfqJL1u0xxLzECjUhBf8zsOniijQipzUeaEU5eToIjjo6YOb1crQvDzuz8vDo4G6IVdCXiunzb422JQ20tunI8ou/Ow1xvVI8fTktagoahQKnsrI4J6CAgQgP1/NvHmR7N/vSZcupTz77DH0+qsvnHwjuVGfjxtNbq6Gt96K4M8/vWjXrpxnnkmjefPLzyi/6LUQQW1Uo6vUoavU4VrlirJWsrhsChsGdwMGDwM1HjWYdKYLahvIHTW4WTNwtabhZk3H1ZqO1paNcPq/XK3Mk2plBDXKcLTWE8hFI2ZZICqxHKMihOMek9h2ahuvH32dIE0Qb8S9QYD6xniWr+ez0bt3b2cOkxMnF+FyOUw33GCq99pMQC2K4ixBENwBhyiKNYIg3AO8I4pi+JWOf0slfdchihQ/MgPfdXOxPJ+Oy2thl3Vl3OikXrPNzJJ9S5htKqckfgx4tUKwmVFYjVg13ujsZl6Rq5kINMVt2pphpWZdDS6dXdDefaF2TGNdjyKkvKYfkWbTLQHckLwaixbBzJnSVPV334URI25db9NfLenbaoUFC6T8JBcXePNNGD/+8te/xOjg92QzQoEJ/NV0bK3E9dTZMJtoln7DBDcBRYgCZYhSyj/ylZ2bL2cprec1Ot1q6k3S0TQD7w7gnQBeHaTHmqCzgzOXSIVuK49K5UiiprPwz/8y9fupJIUk8cXDX+Ct8eZGcT2fDWfStxMnF+emJH03gLXAN8Cs+qE6URS/FQRhsSAIelEUb78vniCgHxOM8btStOubYZ9Sijyo6ab4Xy1qhZp/dP4HT4kONqd+xkPGEmyuAViVWnQ5u/Bz1DI1tGlyLwCUYUpcOrlg2WNBGaZE2bppVPP9gS1IpVVmAXuRQnRtZZLUwIABUo7TI49Iycbvvw9+fk0yFCen2bdPyidLSYGhQyVjNagBk0l37jTRLMuGm0mOX3Yt8j21mIA8bxnHopScCFaQG6LA4ilDJwhoAZ21Gl1lNrqa4+iqjqKrTEVryEJnN6CzGdApvdD5dUcX9hgaz3gEr/ag8b/sOErUeua2n89RoI3owLj9Jd7f+SoPRD3Af+//L2pF4+bmOXHi5NbihhpMgiCEi6KYfvrpfcDR0+sDgCJRFEVBEDojOc5Lb+TYGhOh3xRq7pyFduMrWJfmIJ/lc8u5MGSCjPtjHiLkz6XUWFpQUZmNQedPSelRqmqzcQ8f22R9a/posGZZMXxpwP1xd2Tappm6Jgf+BXRHEtPsgiSLMBGIiIDdu+Gtt+DFF2HnTliyRFINd9K41AlQLlgAvr6SgXr//Zffxw78WGKnaK+F/n/UonRApQtk+cgwKQSWjHClwFWGQRQxiDYMDjMGu4hRkGOQa0DpBp4xUmPQFceoRUqqrGvnP9chTSyoBLwdDn6uyKTMrRlTOj3JO/3fRi5rHHV/J9dHYWGhvFevXm0ASkpKlDKZTPT29rYBF1XHvhjDhg1r8eKLLxa0bdv2koViX3/9dV9PT0/75dSwbxRFRUXylStXek+bNq34ZvTv7+8ff/jw4cN6vd5+pW2XLVvm9cYbbwSdOHFCvXv37tT6tfqmTZsW+Mknn/jI5XLx7bffzh4yZEg1wPr16z2mT58e7HA4GDNmTPGrr75aBPDqq6/6LV261C83N9eluLj4z4b0f700pazAOiSJHr0gCLlIf/TvEQShDdIk3pOcnSE3DJgkCIINMAEPi7ezQJQg4DveH9P/KtGsb459Ujly/xvnqr8a+pdksEUElVdLqotSqdw1l3hrKR/Hr6LXXZ+BuvG9Y4JSQDdER/WKaoxfGdE9qGvSekM9kW52o5A+cNuApYC7XJq+fs89krdp2DAY83AJj3aYi5t4FJMykriHpuNzC3kIbzfqC1BOmADz5oHXZQoLGhwiW9OsuOy10PmEjVo5FHoJGJRmSrVlaO0eWLxsrMl4/Wx4zXLaES3IwD0K0asDJp/OGLwTMHjGYlC6YQQMF2mXXS+K5AM1iBhEkVOCDDsix2Uy8A4H73A+FkX2CALRQDSSDlg0EMoF6VJObgABAQH2uqK2U6dODXJ1dbW/8sor5yhNOxwORFFEfokSVp9//nnWlfqZOXPmTTFOLkZxcbFixYoVvjfLYLoaOnToYNq0aVPG2LFjW9Rf/9tvv2m+/vprz7S0tMOZmZmqe+65J3zQoEGHbDab8Mwzz4T89NNPx4KDg61t27aNGj58eEV8fLzlzjvvrH7ooYcqunfvfsNqOjTlLLkRF1n94SW2fRdJguAvg9B/ElU930Dz9fPULs9B87zXLedlAng5cRra3XM5euQrIvWR3DnkY5766m/03redf5wMYc7Aj9G0eLDR+1UEKND01mD60URtSi0uHVwavY/6+AHfIckk/Av4AylE1x6IjYVff5UKvHoff4lQ+fc4ZDo8yCftswq6PrX0lnzvbmXOF6DculWSeLgUhTUOfk+x0Gqfhe5VIqfcBTJ6q2kbJ1K5Zwq/nBqLjzmIE6oMvIon8HXhcSzaECyaGCzezTG7BGJx8cXiELFYLVhyC7Cc3IDFthaL3YLZZsZit2CxWS66NNvMF31NrD+Rt+888I0EUwUavzj8lBoG69uQijRDc2W989EgianWGVB1xlQLJM+nE4nqgmrF9lnb/csyyjTeYd6mXi/3KnILdLNdec+r49ChQy5Dhw4N69SpU3VKSorrt99+m/78888HHTx4UGs2m2VDhgwpe/PNNwsAEhIS2ixatCi7U6dOJm9v73ajRo0q3rp1q4dGo3F88803Gc2aNbM99dRTQXq93vbvf//7VEJCQpsuXbrU7Nq1y726ulq+bNmyE3fddZehqqpKNnz48JZZWVkuERERphMnTqiXLl2aVd+rAvDTTz/ppk6dGmwymWQuLi6O5OTkNEEQxNGjR4ceOnRIq1AoxLfeeitnwIABNXv27NGMGzeuhc1mExwOB5s3b8549tlnm2VlZakjIyOj77zzzsrFixdfVDndarUyfPjwlqmpqRpRFIUxY8YU/+tf/zp18OBBl0mTJoWUl5crNBqNY8WKFVnx8fGWnJwcxfjx40Pz8/NVgiCwcOHC7D59+hjy8/MVw4YNa1lRUaFo37694Wp8GwkJCeaLrf/88889H3jggTK1Wi3GxMRYgoKCanfv3q01mUyysLAwU0RERC3A4MGDyz/77DPP+Pj4oqSkpCapO3g5nKVRmgqZDL+JHli2V6NZ3wzH41XI9B5X3u8Go9fqmd9v/jnr/nzyJNO/Gc/CA+vZsvYhVrX/mE591oDqMq6Ba8DlDhesmVaMPxhRhCqQ+zTtrUSGpEzeDSlEdwdSeZdJgFJWy7+Hv4tt71JkMhuiCHKZCOzDsPJTymmPS2B7fMLaI/NpD+5RcAPr9t1OnC9AOWuWVMz2fERRJCPXTvbvZmKPWOnmgMMtFdjukhPnuhVZ7noKvt7EmBwj+ywfc+F8xqzT7ULkghwXhQsucpczS7VCfc46jUKDp9rzzHO1Qi09rrdP/eWS1M+pcm+OXR+JvqaQoAOreeeBNWf6LAeOIOmXpZ5u24DV9calRtIxq++NigZa8f/zx3j7rO3+pWmlGp2/zlqaVqrZPmu7/6Clg5qkVEpmZqZ6+fLlJ3r27JkNsHDhwlx/f3+71WrljjvuaPPHH3+Un39Dr6mpkffq1at68eLFeRMmTGj+3nvv6efMmVN4/rFFUeTgwYNH1qxZ4/HKK68E3XXXXelvvPGGn5+fn/X777/P/OWXXzTdunWLPn8/o9EojBo1qtX69eszu3XrZiwtLZVrNBrHrFmzAlQqlZiWlpa6d+9e9X333Rd+/PjxQ++8847v008/XfjYY4+Vm0wmQRRF3nzzzbxhw4ap6zxrl2LXrl26srIyRVpaWipASUmJHGDChAmhK1asOBkTE2P54YcfdJMmTQpJTk5Of+KJJ0KmT59e2KdPH8OxY8dUAwcODE9PTz88bdq0oB49elS/8cYbhf/97389165d61vXR/v27SNNJtMFztX58+fnDBo0qPpSY8vLy1P26tXrzOuBgYG12dnZKpPJJAQFBZ356jdv3rx2//79N63S9P/H7+gNQ7h3EhVJC/D//lnMKw6jnXbrGUwXQ6fS8e7QTxgSO4axmx6m657veD4rhH8NXIsq+Mr5IA1FEAR09+mo+qAKw2YDbn9za7RjX47uSCG60cAUYJsxj+XbB+JR8SdVlnZUlzyJaA1HlKVR5PiOjBI/Wnun0Fb8AFmp9KfGJrpg1cahDuqA4N0evNqDZxwobs+q8Y1BQwUoHbUiBw7Vwl4LoUV2lC4CezuqiGpxkG5lS+DwZvZUV/KfKhWfVtmwihCiUhOi0uGmlFGJkoUPbL6sQdQUOUU5lTkcObiGAF0AhYZCovRR57zuBSSebvWpRDKkUjlrTO1GmvVShwvQBi4I7bUGmmZaxK1BWUaZRuevs8rkMnT+OmtZRlnDVHWvgeDgYEvPnj2Ndc9XrFjhvXr1ar3NZhOKi4uVBw4c0JxvMKnVaseDDz5YBZCQkGDctWvXRScPDx8+vAIgMTHR+K9//UsF8Msvv7hOnz69EKBr166m1q1bX+ARSUlJUQcFBdV269bNCFBXj+2XX35xfe655woBOnbsaPbz87MePnzYJTExsWb+/PmBJ0+eVD388MMVsbGxl8yzOp/o6Gjz8ePH1WPHjg0eOHBg5dChQ6tKSkrk+/fvd33ggQfOFI+y2+0CQHJysntmZuaZmQyVlZXympoa4bfffnObNWtWOsCjjz5a8cQTT5zRzklJSTna0PGcxwUufEEQEEXxoutvFk6DqSmRyfB7XEPtLiPa9cE4HqtG5nVjjILGoG/4AA4+dZKnNz/Kq8e+4es197Gq4wPE9vxISqptBGTuMrT3ajFsMFC9spoWphYYrUbUSepGTwYXRRFsINpEvG3wZckhVpQeYkngA/wt/CteM5QQcCAYua0QO9lAHOGxQ7hjqA/Z2fD5NjtHktMw5u4j2DWF9qEpdGj1GV7apdLxkYF75GkDqgN4twevdo3umbvVEEVYvvzKApTmUjuH/7Dg92ctoRaRo34ytvUx0EP+H+7N+RDr3jI+MWl4p8aVXyvBTeXC5M6TqDGVUFj4C5611VQo3Uhs0Z9OzTrd8POc3m06c3fP5WjJUaL0UUzvNr1B+3kgeTPvOG99NWcNqbr2K1BfWU4JRHCuNyoQ2Aj8GhtLEjAduF2z7LzDvE11HiZDkUHpE+HTZGEWjUZz5sZ+8OBBlw8++MB/7969R/R6vX3w4MEtTSbTBXdihUJxJt4kl8vFOmPifNRqteP8bRoSqpLmOV14yEvtO2XKlLKePXsaNm3a5HH33XdHLF++/ERwcHCDhPICAgLshw8fPrxhwwaPRYsW+X3++ede//nPf3I9PT1tF/NOiaJ4yUR5QRAuOsBr9TA1a9asNicn50x19oKCAlVwcHCtyWSS5efnn1mfm5urqu9xutE4DaYmRhg8ifIui/Hf9ndMHx9C988LJKluaTzVnqx8+GuGpn7KxC/GkvDzBl47sZWpAz9DHti3UfpQRasw7TRhz7Mjd5djPWnFXmJHFaU6Y+CItrPGDnbOfX6ppV0qrFq3jgs0RIMZTjDDMXJ2LhToCAKCMLoABTLsZXZCQuSMHiOHMVGIYhQnTjzCtm3w0TaRtJRsmmn30T40ha6RKSS03I635myoBl0LyQPl1V7S9vFqD5rAv0ReVEYGPPYYbN8OPXtKxXLD6ymoiQ6RinQruXstND9uI1gGO9rIUAXvpl/eJLpm5VKMjtmO1iwugHxjGWHezXin/7/4W7u/4e7iTomxhLm755J8LJmk1kkNNlQam4uFr68HN6Dz6VYfA9L04fqhvT+AzzhbGkEAmms0HEHKy2u8Ud1Yer3cq6guh8knwsfU6+VeRVfe6/qpqKiQ63Q6u5eXl/3kyZPKnTt3ut99992VjdlH165da9atW+fVv3//mj179miOHz9+gfcsISHBlJeXp9q9e7e2W7duxrKyMpm7u7sjKSmpevXq1T4DBgyo2bdvn7q4uFgZExNjSU1NVcXGxlpiY2NPpaenq1NSUjSxsbFmg8Fwxkix2WxERUXFpKennyP+nJ+fr9BoNI5x48aVh4WFWSZPnhzq6+tr9/X1ta5atcpz9OjRFXa7nT179mi6du1qSkpKqpo7d67vrFmzToFUJDgxMdHUpUuX6hUrVvjMmTOncO3atR71+75WD9P9999fMX78+BYvvPDCqczMTFVeXp6qW7duRpvNJowfP16TlpamCg4Otn7xxRden332Wea19NEYOA2mpkYmw2+SHOsvJnSfNkccb0Bw193sUV01Q6IfJDG0F09sGM60Ezv5ctVdfHzHaFonLQbF9Z+PzF2Go9KBa5UrjioHDhzYMi6S+ykHQSGA4uJLQSNcfL1cAJkVoWwnFP+AIBghsCdC6CBQa6lWCMxRQMQ+C60qHfjYRfzKHMhKHVS9V4U8UI4qWoUySoncS06rVtCqFYwfLyCKoaSnh7Jt21A+3AaPLgPRfIp2oX9yZ7t99G6XQqR/Ch65m86eh9rvQiPKtZU00+s2wGaTJBnqBCiXLpUEKOuKGzsMDopSLJj31eJZ6UDmJvDJHTWEK2YzrOADhCwtB9y78Y45gjXHk7HYD3BXq7tY2uVpBoQPQFbvOtQZKttVfy0Rz0uhAxJOt/oYgWNI9RJFgNpaAnQ6rjUGcivgFuhma6qcpcuRlJRkDA8PN0dERMSEhIRYEhISahq7jxkzZpwaPnx4y4iIiOi4uDhjWFiYydvb+5yp7xqNRly1atXxyZMnh1gsFplarXbs3r07bcaMGadGjRoVGhEREa1QKMTly5efUKvV4scff+yzceNGb4VCIfr7+9cuWLAgT6/X2+Pj440RERHRffv2rZwxY0bRxTxUx48fVz322GMtRFFEEARmz56dC7B+/frMiRMnhs6ePTvIarUKw4cPL+3atatp+fLl2ePGjQuJiIjQ2+12ITExsToxMTF73rx5+cOGDWsVHR3tlZSUVO3n59fgUhArVqzwmjlzZnB5ebli0KBBEXFxcYbt27dndO3a1XTPPfdUhIeHx8jlchYuXJgtl8uRy+Xi/Pnzs/v16xdht9sZPXp0SZ3cw0svveT//vvv+5eWliqjo6Nj+vbtW7l27dqT1/m2XZYmVfpuam5Jpe+L4XBQ1GsF/rsmULPoIK5/jzvz0u2m5CyKIv/980Oe/HYKNnstbzb35fGBmxD8kq7ruMb/GbGdslFWXoa3qzcybxmaHppzjR/5NcavRQdkrYE/Z4IpD4KHQfu5koFSDweQZHQwINlMeKmDfB8ZO+NULDlhQ5daK1W1RyrYqopWoYpWIfO40MARRThyBLZtk9r27VBaCq7qagbcsZ+hPffROSKFENcUlIbDZ2uUKdykEJ5Xe3ALg7K9lOQdRd+6B0RNbxKJh2vhUgKUoihiz7OTt9eCJrUWpR12hcpJa7mfvlVP0646FXvgAL4UWvFO5h52ZO9Gq9QyOn40T3Z5kmjfC3Jiz+F2+640Fc8hhfLE/HyEoCCiuHoPk1Ppu+mxWq1YrVZBq9WKBw8edOnfv39EVlbWQeX1FEtsAKtXr/bMy8tTzpgx45aXGbgVuVWVvv//IJPhO8mGbY8F3SfNEccaEXS3Z3KwIAiMaj+BXq3uZvzn9zMpZy+bV3bjw6THadZlIcivTe1YnaTGnGyGClA0UzReDtOpXbBvKpTtBe+OkLROqi5/EWRAN62Mn+7SshnIQMoz+TJAQUJXNWPK7Qw+YsUztRbTjyZMP5qQNzttPEWdNZ4EAaKjpTZlilSO5dAh2LbNjW3bujH5nW5UVEh9xkZbGDHgMHd1TCEmYB9acwpkLge7lJuqBzh2AE6uh8C7JUPKNez0sjUob1ydOaMRXn5Z8iz5+sLnn0tCn6JVxPRnLcW/W3ArtCOoYF1bAYvPekYWvcF99lgqwh7nreIS3v1jOVkVmwnxCGFe33lM6DABL81fO8ersZmOFIZLVqnO5DA5ufWorKyU9+zZM8JmswmiKLJo0aKTTW0sAYwaNaqiyTv5f4rTw3SjsNspSlqL/2+jqF5yALfH44Hb+1+zKIq8/9vbPPfjdFSijXdDghh57yYE/flZGQ2n0a5HzXFImQY5G6QaYe1ehxaPXDHkVYJ0MzqKNP17GLAD2ISUkAuSvs7fyuzcf8SKX2ot9sLTnqfm9Ywn90v3Y7fD/v1nPVA7d0L16XTImBi4s7edGZ37Ul0NDksFeo8afFxLkSmUYD517sHU/ucZUaeXbmGg8rzaq3butSiBuXPh6FFJFmDPHsjKkkJv8+eDu2jH8IcF459mXMwCR/UyNsYbCFUuYoz5GG7N7+OoJpr/7PuYlftXYrQa6RHag6e7PM19be5DcZWyDLfzd6UpcNaSc+Kk8XF6mG4F5HL0k43YU6y4ftIMcZQZQXt7154SBIHJd0zlrvBBjPl0MI9mHWHTyi683/2f+Ca8AXLVlQ/S2NRWwuHZcOwdEBQQ9zJEPdvg6f56LgxvdAGmAXnAZqQZSs97y5meJCckSc2EUjvDjtQSlGrF9IMJ0w8mFMEKlNFKyXhyO9d4ksul6fYdOsAzz0j5QPv2nTWgVnwkJ7i0I5FBRyisaEWgZxHHCqN45av5eOqqae2fSXhABq18M2jpm0ELnwxCvX/E333lOf1Umn3Irw6jyNCaQkMYp4xhlFikZhb1KBQCCoU0m02h4ILHP/wgGU02G6Sng4cHbP1RpFuwleqvyqk6qcImwHeRKnZHnOBuNvO6NhBZ86l8n7OXd35+h+8zv0clVzEybiRPdX6K9oHtr+19deLEiZObjNPDdCOx2znVZQO++4ZTs/wAbuPa/mX+Ndsddt7c9Sr/3vEqnjIHy1q24L57NoNX26s6zjVfD4cNMpfBgX9LVelbjYH42aBtQHXXa6AU+ArJePoBsAC+wIQSOw8fqSUk1Yp4SvI8KUJPG0+RKmSuVw4zWq0wuH8JI9rOpZnbIbIrYnn3p+l076vHZpMMGKv13KXNBoLDiK/6OH7aTPx1GQS5Sa2ZRwYBbtnIZWenCVaZ3ckqCeP4qTAyT4WRURRGekFrjuWHkVsaCAiE+ZawfOTvNHN3oaLWTo6pJd1CXVAYXCl0FVjZXkVh6AHGKwrppu9KjUzLyv0rWbRnEWmlaQS6BjK502QmJkzET3f9lY3/Kt+VxsLpYXLipPFxephuFeRyfJ4oR5xkR/dJEOLIBmuO3fLIZXKm93yJeyIfYNSngxmccYK/fdyehb1ewKPtrKZVxc7fAinPQGUq+PWEDgukmWdNiA/wt9OtGqnsyiZgkV7O6901uHfXMKHYzsjUWlql1mL7zoRpiwlFqEKabRepRKa7uPGkVEJMBz3rj8xHFPMRhCB695fCYJdHC8Sebudht4AhC6ozoDoD95pM4qsziK9JgZqNZxLPRVGFXWyJqEygJOcRKuXRWAQ1LatVtNYJJPsoWHWXDN+gTJ7W+hOhuYPj5cd5ZudcPkz5kCpLFZ2bdWbN/WsYFj0M1c3wMjpx4sRJE+A0mG4w8rETKH7va/Rb76P68/3Q/GaPqHGJ849jz+SjvLx1Om/88g4/ffsaH6V9xp39N4FH1JUPcDVUHJYMpYLvpdyd7pug+eAbrm/kBjx4upmBrUiep5W+chb01KDuqWHcKTujUmtpk1qL7VsjfAeKFvWMp/MS3KdPl/KHkpNVJCVJz68HUaZCVIYjKsJwKBw45KebzIGIHUeVBUe1iGg+m5SqPt1qZSLpPnLKtCIpI+wsVrnhI8axLWsbz/02ka+OfYVcJmd49HCe7vI0XZp3ub7BOnHixMktyO0h+vJXQi7Ha2IRouDAdW0gygsV4W97VHIVs/u9TfL4n1FrA+lz9BhPfRyH8eAccNivfIArYS6GPZPgu3go+U3yKN17GIKH3HQxSDVwL1KV6UKkWmKPAV/6yenaS4PfJHeenejO4SQ1tZUOjN8YqVxQSfWaaiwpFhxGKWym10sepTlzDjF/vvT8Uoh2Ef/xL+4AACAASURBVEelA1uujdrUWsy/mTH+aMSwyUD1qmoq36uk4o0KKt+spGppFTXrajB+bcS8w0zZUSvp1bDTU8PKaB1zeqp5cpCWYSNdWROvZFsLgS+iBapcDZTqq3lWcGHzvuW0XdKWPqv68HPOz7zQ/QWyns5i7QNrncaSk5tKYWGhPDIyMjoyMjJar9e39fPzi697bjabG/zjsHDhQp/s7OwmcSjY7Xaef/75gKY4dkNISEho8/PPPzeoBM1XX33lFhUVFa1QKBJWr159ziySt99+Wx8aGhobGhoau3jxYu+69ZMnT27m7+8f7+bm1q7+9kajUejfv3+rkJCQ2Hbt2kWmp6erAPLy8hSdO3duo9Fo2o8bNy64/j47duzQhoeHx4SEhMSOHz/+nNduBg36QAiCsFoUxVFXWuekYSgeG0fx+9vR/683sYOyOHF8F/73tEUb4H6zh9ao3NH8DlL+nsGMLU+xaN+HfP/VC6xKX0+XuzZIs7iuFrsFjv0HDr8GNgOET4HYf98y+kTnowB6nW7vAHuBjYLABn85K/w1CL3UjCyyMyHVSmxqLbavjfAtKFoqUIYpsZfaaZHZgpqqGlThKsRaEUeVA7FaxFHtONPEmgvzEB1yqHGTUeYmoyBAzokIJWluMrLdZBS4y8h3EyhyleGuEGgBZ1pLoPfpx0s9q7HvLCG0xMFhH4EvW+byj7fbUWYqo61/W1bct4IRcSNQK27vyQtO/joEBATY68p8TJ06NcjV1dX+yiuvXLV6+OrVq/WdO3c2hoSEXEQ99/pwOBwsWrQo4GJFfG81wsPDLStXrjzx6quvnmPgFRQUKBYsWBCQkpJyxGazkZCQEP3QQw9V+vj42O+///6KZ5555lS7du1i6u+zYMECXz8/P9uWLVsOLV682PuZZ55p9uWXX55wdXV1vPbaa7l79+7VZmRknPNjMnny5NDly5ef6N69u7F79+7hmzZtch86dGjVjTj3i9FQC/qcExcEQc6FQrROGopCgbm3BQ4JuL/cFlVCPqcq9hE6tdfNHlmjo1Vq+c+g5QyOfpixGx8i8eABZuRHMevO+aiinmqYsrUoSvIAKdPAcAKC7oX2b4JHZNOfQCMhAJ1OtzlI5S42CQIbAxT0DlBAbzXDC+1MTK2lbaoVW6ZUUssDD6zlVqz7z4rp2jUCJjcZFW4CRf5Kst1kpLvLOOQm44SbQIG7jDKNAIKAN2eNoVBRpLvDir/VgG+tAa+KKoTaGgy1BoxWIwartDxZa+CI1cjPx7fycdQQatu2wlSQAt/M4/4WvXi6y9N0D+l+U4tgOvlrUACKWeCfAZowML0MRYFSIaNGZ9GiRT5Lly71s1qtQseOHWtWrlyZ7XA4GD58eMvU1FSNKIrCmDFjiv39/a1HjhzRjhw5srVarXacX0/twIEDLhMnTgwtLy9XyOVycdOmTZlhYWG1jz/+ePMdO3Z4CIIgzpw5s2Ds2LHlJ06cUA4bNqyVwWCQ2+12YfHixVmfffaZl9FolEdGRkZHRUUZN23alHWpMT/++OPNf/zxRw+5XC726dOn8v3338/LyclRjB8/PjQ/P18lCAILFy7M7tOnj6GyslI2bty4kLS0NI3NZhNefPHFvJEjR1ZWV1fLHnzwwRaZmZnqiIgIs8ViaXBkKTIyshZAJjt3l40bN7r36tWrSq/X2wGSkpKqvvjiC/dx48aV9+3b12C1Xij+/c0333i+8cYbuQDjxo0rf+GFF4IBPDw8HP369TMcOnToHK9XRkaG0mKxyOoKJo8cObJ048b/Y+/O46Kq98ePv84swADKIovsKDDAsGmgJphoi0tq7guWdjU11JafLaLd+pbe1FxuVzO3NCostXLNupqmVopkuQTKLohsoiDIvsxyfn8MeBU3LFGz83w85gFz5iyf82EezHs+23ur9X0bMAmCMBt4A1AJgtBUSAFoAD5q5bI90KxSvNFZ1aC4YI7qiCuuF9vCMzXg8Ndc0PJWHvN6nJMvZvP/vpvC/FNf8d2OGcSd3kDwo1+BpeeND7z4m3HhyeJDYB0EvfeA0xN3rdytQcD4DSQAeBM4Q2Pw5KSgj5MC8VGRXZ9WoqrXohX01JooMRMFXnpKRY6VCXXK/wUqptpa2tSUoKq+gGnVOZT5+TiV59L+0hn0ZdnUVZ0nT1tDWmMwdLvk2XswVZgSZO2FvWMwW0ZtuUO1IJHA2+CYASpH0GaA6m1w/Mi4gscd9dtvv5nt2LHD+vjx46lKpZKoqCiPtWvX2qrV6vrS0lJFRkZGCkBJSYnczs5Ov3r1aofly5fnhoeHX5MMOCoqquM///nPwrFjx5bX1NQIer1eiI2NtUlPT1elpqYmFxYWKrp27arp06dP5bp169r169evfN68eUU6nY7q6mpZr169qjdu3Gh3vYS3V8rLy1Ps27fPKjMzM1kmk1FSUiIHiI6Odo+JiSl67LHHqtPT000GDhzok5mZmRwTE+Pct2/f8i1btuQUFxfLu3Tp4j9kyJCKhQsX2ltbW+szMjJS4uPjVT179ry8pH6/fv065uTkXNNE/PLLLxdNnTq19EZlKygoMHFzc7ucBNfFxUWbn59/01U5i4qKlB06dGgAMDMzE1UqlaGpvq+3/9mzZ02cnJwuX8Pd3V27bdu21l/58yZuGjCJorgAWCAIwgJRFGffpTL9LcjPKan3KcaQY41JWRvkR+wQPfSIPSqQTbCAp+Rw9xZxviuszKz4ZPiXDA0Yy+Qd4wg78Rtz8315/fHlyH0mXz3+qCbfmMok53Nj3rWuH0HHiSCT37sbaAV1ujoqL2bgXJxC7wvJWFUVcqytK786vohPuSkXzEUcqnScsNGRlvUZXMqBsjPGn5dykBu0oDRHprTAxMQCc6U5FsrGn1bumNv5/e95088r9rNofswVz9/58R3SL6bT3qI9RdVF+Nvd4UH7kr+9043BkhxwBO1paNHYmtu1a9eutklJSRZBQUEagLq6Opmrq2vDkCFDyrOzs80mTJjgNnDgwPJbtV4UFxfLy8rKFGPHji0HMDc3FwHx0KFDlqNHjy5VKBS4u7vrunTpUnno0CGLbt26Vb/44osedXV1wogRIy5179699nqtL9fj4OCgl8lkYlRUlMeAAQPKR48eXQ4QHx/fNisr63KQU15eLq+qqhJ+/PHHtvv372/7/vvvOwHU19cLp0+fNomPj28zc+bMIoCIiIhaLy+vy0Hg7t27s2+vJo2a8tFd6VYtzqIoXrPDzY653pJH97pVu6Vdct8KgmAhimK1IAjPAA8By0RRbNVEdw8yE5/faMjogtb7IrpLpVQ2XEAwt8PhmDv8IEc00SM8KYORAgwEHqDhTU/5Daa7WxZTd4xnduZuvtn2PJ8FfIqPQzCBJSdgjwzKEo054DSzIWAWKP/aFVCjrSG9JJ2U4hSSi5NJKU4hpTiFrLIsDKJxoLdMkOFt6013ew2fun/H83UReF0QOWMn4yuH4yR7PHFVYGOmMLsqSe2dNvuR2Sw8tJC0kjT87fyJ6SEl4ZDcWd5Q29TCdB6UarimRedOEEWRqKiokmXLlhU2fy05OTl5y5YtVsuXL3fYvHmzzcaNG2/6uXa9D+3rBQMATz31VGVQUFD6li1brMaPH9/xlVdeOTdp0qQbttxcydTUVExMTEzdvn17202bNtmuWbPGPj4+PlMURZp3Ezbd47Zt27ICAgKuWa/mRoHGH21hcnV1bfjll18uf6UvKChQBgUF3fRv5+Tk1HDmzBkTd3d3XV1dnVBbWytr167dDWcBeXp6Npw7d+7yuiS5ubnK9u3btzjRb2toacC0CggRBCEE46LHHwNxQGRrFexBp1z4EMq3DqHPt0ceVIzFnC4Un17Lt+u1hNqNxrnIE/FAW4TtKjARoa9gzNPxFPDnMl7cF+wt7Pk66r9sOPk5L3z7PJ2OJ9DdLAFTBDSmIjEe3tg9vvfm3XX3oaqGKtJK0oyB0YVkUkqMgdGZsjOIxhzzKGQKfGx9CHYMZkzgGALsA9DYa1C3U2OqMAVg+oG3+cjPkipzVyxr8ul3/hQa+5F39V7szO1Y3Od207pKJC03B843jWFSN45hao3r9O/fv3LUqFFes2bNuuDk5KQrKiqSV1ZWyi0sLAwqlcowceLEMm9v7/pp06Z5AFhYWBgqKiquac62t7fX29jY6DZs2GB1ZZdcz549K9evX98uOjr64rlz5xRHjx61XL16dV5GRoZJx44dG1577bWSiooK+YkTJ8yVSmUpGJPzNuWW69q1q++WLVuy3NzcLo/fKisrk9XW1sqioqLKIyMjqwMCAgLAOF5o4cKF9m+//fYFgMOHD6vCw8Nre/fuXbFkyRKHTz75JA8gPj5eFRERURsREVEZFxdn269fv6qEhARVVlbW5Va8P9rCNHTo0IoFCxa4lJSUyHU6HfHx8W1XrVqVf7NjnnzyyUsff/yxXWRkZG5sbKxNjx49btqa5+3trTUxMTH89NNP5o888kjNhg0b2r366qut8v5oqZYGTDpRFEVBEAZjbFn6WBCEZ291kCAIsRjbRy6IohjYuO1fwGCMyeEvAP8QRbFQMIbAy4AngZrG7cdv/5b+ItTe8KU3B3/8kV69jJMN7f0WMnBAORnb3uW7TY5ErOiKdak9ui+qUfzgATvtQSnC443B02CMKyj+RQmCwNPB44j07M0jK73ZV1uPShA52KBgU2o+XepfwcbMBluVLTaqxp9XPG/63crMqlVbWq6nor6C1OLUq1qLUopTOFv+vy+nSpkSXztfwpzDGB88ngAHY2Dkbet9ywUd53R7EfNDC4lPjyfCN0Jq3ZE8kJxA1xpjlprr2rVr7axZswp79+6tNhgMKJVKceXKlWflcjmTJ0/2bOpimjdvXj7A+PHjS6Kjoz2vN+j7iy++yJ48ebLnO++842JiYiJu3bo1a8KECWW//PKLhb+/f4AgCOL8+fPzXVxcdEuXLm23YsWK9gqFQjQ3N9dv3LjxDMCYMWNK/Pz8AoKDg6u//vrrnLy8PJPmrS2lpaXyIUOGeDc0NAiiKPLuu+/mAaxbty534sSJ7mq12k6v1wvh4eGV4eHhuYsWLSqcMmWKm1qt1hgMBsHDw6Nu3759WTExMcWjRo3yVKvVmqCgoJqAgIDqltbbDz/8YPH00097VVRUyH/++ee2//rXv5wzMjJSnJ2ddTNmzDj30EMP+QPMnj27sKn8kyZNct25c6dtdXW13NHRMfjZZ58tXrRo0bkZM2YUDx8+vKO7u3ugjY2N7quvvrocrDk6OgbX1dXJdDqd8N1339ns2bMnPSQkpP7DDz/Mfe655zrU19cLjz/+ePmQIUPu2YBvaGFqFEEQfgJ2AxOBR4Bi4HdRFINucVxPoAqIuyJgaiuKYkXj7y8BGlEUowVBeBJ4EWPA1A1jYHbTRV3+cqlRruNG6Q109an8umwpuswIuo9QIxNExGU/odhvDooxUOUAchEebQyehgB/PvvEPTNwVUcq6i5RUFePTjBQZQAnay/K6soorS2lTld3w2MFBKzNrK8Nqq4TXDXfx1xpflVzdUlNyeVuKD87P54Pe54L1ReMrUXFKZdbjPIr/vdlylRuip+dHxp7zeXWIo29Bi9br9tOMNuclA7kf6S6uJqUGuXBcPjwYVVcXFy71atX37SFRnJ33InUKKOBscBEURSLBEFw59ocpdcQRfFnQRA8m227MkK0AJoitsEYAysR+EUQBGtBEJxEUTzXwjI+UBSm/oTPXENl4Q72v/s5LvZ9CJz5OA3RlSg/fA5hTwFYTISjUbC3HUzF2EE6AhgKON3b8t8uf8/+pObsxl1WySWTNvh79mNx/xWXX6/V1lJWV0ZZbdnlIKqstvFnXbOftWWcLT97+Xe9eOPFMpUy5VVB1fmq89Tp60CEvdl7WZKw5PK+KoUKf3t/enn2QmOnudxi1MG6A/IHbDC6RCK5O8LDw2vDw8OlYOkvoEUBU2OQ9AXQRRCEgcCvoijG/dGLCoIwDxgPlGNcJw/ABci7Yrf8xm1/y4CpSRvnwfRd2Z/8X5axc+kJujzxCO3feJv66RWYfv0ZfPEyEADOMyB1CEy3gReAHhiDp2H8JdKvxETOYaHc3NgF5XVtF5RKqUKlVOHc5vaS6YqiSGVD5bXBVfPAq874s6S2BINoQKVQ4d7WHblMzpI+S9DYa/Cw9rjrXX8SiUQiuT+0tEtuFMYWpR8xLiPzCPC6KIqbW3CsJ/BtU5dcs9dmA2aiKL4tCMJ3wAJRFA81vrYPmCmK4rFmx0wBpgA4OjqGbtq06Zblv59VVVVhadmy9QMU8lL0R7+h4fjDRIwMxqyNksKKS2h/2InDzm+wOHsWvTKYWtcZyGufRFVk7KMrDyinuGcxxT2LqW9/fyf8vZ36aA2rslaRW5OLrYktpQ2luJu7M9Vr6j0rz72uj/uJVBdX+zP10bt3b6lLTiK5jpt1ybU0YEoEnhBF8ULjc3vgB1EUQ1pwrCc3Dpg8gO9EUQwUBGEN8KMoihsbX0sHet2sS+5BHsN0M/UVRzi88BMsax8jdKAnetGA3NsD2fk8iPsMNmyAsjJweAR834CSSEhtnBjRBWPL03DA6w7fzB1wr8epNB/DFNMjBjvze5d65V7Xx/1EqourSWOYJJI7706MYZI1BUuNLvIHE/cKguAjimJm49OngLTG378BXhAEYRPGQd/lf9fxS7di2rYbved15WJGHLsXfIV/yON0UMip14Ppuwvg3/+Gb7+Fzz6D/w4EvR4CB4PXTMjtCjEKiAE6A/0xZom9APhh3H5/pma7K6Sp9BKJRCK5npYGTLsFQfge2Nj4fDTw31sdJAjCRoy5R+0EQcgH3gaeFATBF+OyAmeB6Mbd/4txhtxpjMsKTGhh2f6mBNqpn+XJT6rJ3LWQXavb0n1IV0wT06k3M8N0wCAYPhzOnze2OH32GeyIAKUS+k4ElxchxR/mN8a99kAZsJAWDOeXSCQSieTv5aatRIIgeAuCECGK4uvAGiAYCAESaEEuOVEUo0RRdBJFUSmKoqsoih+LojhcFMVAURSDRVEcJIpiQeO+oiiK00VR9BJFMUgUxb92X9tdY4FP/7n0+WwoaYVfcnBDKrLyavSHT6DLyAU7e5gxA37/3fh44QU4vhViAyHbCZxTwe40lNZBvAhf6o1D8SUSieQvpqioSO7n56fx8/PT2NnZhTg4OAQ3Pa+rq2tRXo0RI0Z4JiYmmt5snwULFtivWrXK9s6U+s85f/68fNGiRfb36vqOjo7BTXnubmXt2rU2Xl5eATKZLPTw4cNXpcGZOXOmk7u7e2CHDh0Ctm/f3qZp+7BhwzxtbGxC/Pz8NFfuX1RUJO/evbvaw8MjsEePHj4XL16UAxw9etSsU6dOfiYmJg/NnTv3qsV2vvzySytPT89Ad3f3wLfeesvxdu/1Vt1qS4FKAFEUt4qi+IooijMwtgYtvd2LSVqP3MSLh2esoPNcBw58+zlpB8+jOHeB+gO/Il4oBVGEkBB4/30oKIBvvoFHHoFz30FJKsi3g0kh5MnAH/iK/y34IJFIJH8B7du316elpaWkpaWljB8/vjg6Ovp80/OmxScNBgN6/Y2XGtm8eXNOSEjITWfHzJ49u/hmqUPupuLiYkVsbOw9C5hux0MPPVS7bdu20507d666cvuRI0dU3377rXVGRkbyt99+e/rll1/2aPobPffccyVbt27NbH6uN9980+mJJ54oP3v27Knw8PCqd955pz2Ao6Oj7oMPPsidNGnSVauC19fXC6+++qr7nj17MtLT05O//PLLdklJSTcNjJu7VcDkKYpiUvONja0/nrdzIcndYenYlz4f/AebATn8d+13XMqrQUjNpu7gCahuTPWjVMKgQbB5M0QeAacK0FtBwwZoMxysqoydrk8Cf2jhfIlEImmBeq2C9BwXfk/3Jj3HhXrtn1vp9QZOnTpl6uPjEzB27Fj3gIAATW5urjIqKsojMDDQ39vbO+C11167vHJdaGio7+HDh1VarZY2bdp0mjZtmouvr6+mU6dOfgUFBQqAl156ybmp9SI0NNR32rRpLkFBQf6enp6Be/futQCoqKiQ9e3b18vX11czaNCgDoGBgf7NW1UA9u/fb9GpUyc/X19fTXBwsF9lZaWsqqpKGDZsmKdardZoNBr/Xbt2WQL8+uuvqsDAQH8/Pz+NWq3WpKSkmLz22msuOTk5Zn5+fppp06a53KgOtFotQ4YM6aBWqzU+Pj4B7777rgPAyZMnTXv06OETEBDgHxYW5tsUROTl5Sn69OnjFRgY6B8UFOS/b98+C4DCwkJFeHi4j0aj8X/66afdWzJx7Iq6rQsODr4mGN28ebP18OHDS83MzMSAgIB6Z2fnhkOHDpkDDBgwoMre3v6aCPf777+3jo6OvggwZcqUkl27dlkDuLm56Xr27FmjUCiuKtiBAwcsvL29a9VqdYNKpRIHDx5c9vXXX99WorFbBUzXJOW7QqtklZbcCQqcw16i//oXOK/cxb5PjiKW12H49SQNiZmg1f1v1zBPeGgjjPsKAj4D/feQZgXB6+CgHgKA+UDDPboViUTy4MopcKS2ToVSoaW2TkVOwW13k7RUVlaW2fPPP1+Smpqa0qFDB+3SpUvzT506lZqampp84MCBtseOHbvm866qqkreq1evyvT09JSwsLCqFStWXHdKjCiKnDx5MnXevHl5c+fOdQZ47733HBwcHLTp6ekpb7zxRlFqaqp58+NqamqEcePGdfzwww9z09PTUw4cOJCpUqkMCxYscDQxMREzMjJS4uLizjz33HMd6urqhGXLltm//PLLRWlpaSmJiYmpnp6e2iVLlhR4enrWpaWlpaxcufKGaWYOHjxoUVpaqsjIyEjJzMxMbgo2Jk2a5LFmzZrc5OTk1Pnz5+dPnTrVHSA6Oto9Jiam6NSpU6mbN2/Oio6O9gSYOXOmc8+ePStTUlJS+/fvX1FcXKxsukbnzp39mrpAr3zs3LmzzXUL1aigoEDp5uZ2+VPGycmpITc396b5oy5duqRwdnbWAXTo0EF7ZTmuJzc3V+ns7Hz5Gq6urg0FBQU3z1HVzK2i+d8EQZgsiuLaKzcKgvAccOwGx0juE4LQjuBnFtMw5HcSFn+ERXVvHnpSQPvTUWRqT+RujhATAwsXQloa9O8P06fD+vWw+BWomQMe2+CfYfA5sBroea/vSiKRPDBq61UolVoEAZRKLbX1rfZF3M3NrT4yMrKm6XlsbKzt+vXr7XQ6nVBcXKxMSkpShYaGXpWDyczMzDBq1KgKgNDQ0JqDBw9ed+GrkSNHXgIIDw+vefPNN00AEhISLGNiYooAunfvXuvl5VXb/LgTJ06YOTs7N/To0aMGoCkfW0JCguXrr79eBBAWFlbn4OCgTU5ONg0PD69avHix09mzZ03GjBlzKTAwsMUL62k0mrrs7GyzCRMmuA0cOLB86NChFSUlJfLExETL4cOHX15kRq/XCwDx8fFts7KyLgeR5eXl8qqqKuHIkSNt3n777UyAZ5555lJ0dLThivtJ44+5ZnzZlSmrWnSCW+wviuKfvsatAqb/B2wTBOFp/hcghQEmGBNwSP4CTCw7ETlnBaVZX7Jnwdf4BT2GpzKfutO5mD7kj7C42bS4t96CqVNh/nxYEQGK/lAQC5G2xrmLi/hbLz0gkUjuEJVprbGFSalFq1WiMrsmqLhjl1KpLn+wnzx50nTNmjWOR48eTbWzs9MPHjy4Q21t7TWfnld268jlcrEpmGjOzMzM0HyflnRVGXPaX3vKGx07ffr00sjIyOpt27ZZ9e3bV71u3bozbm5u2lteCOP4ruTk5OQtW7ZYLV++3GHz5s02H3zwQb61tbUuLS0t5XplaJ54uIkgCNctYOfOnf1qa2uv6blavHhx3qBBgypvVDYXF5eGvLy8y609586dM7myxel6rK2tdYWFhQpnZ2fdmTNnlHZ2djetBw8Pj4bCwsLL18jPzze5ssWpJW7aJSeK4nlRFMOBOUBO42OOKIrdRVEsup0LSe41AVuvMfRbNxe95je+X/cT9SX1CInpVO7Yz7lPd3ImdgM1RWeNu9vZGQeIZ2bCMzZQ6Q4m/4HP9OArwqdIg8IlEsmf4+lyHpVZLVqdMVjydDl/64P+vEuXLsktLCz0NjY2+rNnzyp//vnntnf6Gt27d6/auHGjDRjHHmVnZ1/TehYaGlpbUFBg0jRep7S0VKbT6YiIiKhcv359O4Djx4+bFRcXKwMCAupTUlJMAgMD6996660Ljz32WPmJEydUVlZW+urq6suf5TqdDh8fn4Dm1yosLFQYDAYmTpxYNnfu3MKTJ0+a29vb6+3t7bVxcXHWAHq9noSEBBVARERExcKFCy8PJm8af9WtW7fK2NjYdgAbNmywuvLaJ06cSGsaZH/l42bBEsCwYcMubdmyxbaurk5ITk42LSgoMGlqdbuRPn36lK9evbodwEcffWTXr1+/Szfbv3fv3tWZmZmqjIwMk9raWmHHjh02I0aMuOkxzbVo8UlRFA+Iori88bH/di4gud+Y4fXEmzweO4r0os3kJV/Eom0bHD3a42DvQtkPzVZzcHeHTz6Bk0eg/09gCIHKX40tTZEGSL0nNyGRSB4Epkodvp4FdPI9ja9nAaZK3a0P+vMiIiJqfHx86tRqdcA//vEPj9DQ0KpbH3V7Zs2adeHcuXMmarVas3DhQkdvb+9aW1vbqwYvq1QqMS4uLnvatGnuvr6+mt69e6tra2tls2bNulBbWyuo1WrNM88802HdunVnzMzMxE8//bSdt7d3gJ+fn+bs2bMmU6ZMKXVzc9MFBwfXqNVqzbRp01wKCwsV12uhys7ONgkPD/fz8/PTPP/8855z584tAPjyyy+zPvroI3tfX1+Nj49PwPbt260A1q1bl5uQkGCpVqs1kPGrwAAAIABJREFUXl5eAatWrbIHWLRoUeGPP/7YVqPR+B84cKCNg4NDi1q4AGJjY20cHR2DT548aTFo0CB1r169vMHYZfnkk09e8vHxCRgwYIDP0qVLc+Vy40oF/fv379i7d2/frKwsM0dHx+APPvigHcC//vWvc99//72Vh4dHYHx8vOXbb79dBJCVlaV0dHQMjo2NdVy8eLGzo6NjcGVlpczU1FRcvHhxbp8+fdRqtTpg5MiRpbeaDdlci1Kj3K/+rqlR7qS8tVupvaTD2t6Odm6WyBUysLIEF0ews4bmzcUJCRAzGw56g2wJCG0gRgZvCndkGsC9ro/7jVQf/yPVxdWk1Cj3N61Wi1arFczNzcWTJ0+a9uvXT52Tk3NSqbzp2OQ/bf369dYFBQXKWbNmFbfqhR5QdyI1iuQBpZPXYdHOnEvlhVSU2KBQynHS6DAtrwJTE3BxgPZ2oGx8q3TvDj8dgN274bWhkDIB5o+H2Br4RAX9bm8QnUQikTyIysvL5ZGRkWqdTieIosjy5cvPtnawBDBu3Ljb6maStNwfygcneXA4PhlBAzWYW1oiWJbwy57/srDf9xzaeRy9XA7Z+fBLEmSehZrG8ZiCYJxRd3IffKEAp6ehKA/6C/B4CUgZACUSyd+cnZ2dPjk5OTU9PT0lIyMjZdiwYRX3ukySP0cKmP7mzNt70GHiWFyfG4JX9LOM3vk2Tywp4MAH+SwbsoECvQD2NnCuBH5LhqQMKC03rhwuk8HYsZDzCSw9ABaLYJ8luFfDm+fgxovpSiQSiUTylyIFTJKrCLJ2dJ+xhklH7DBpU8m6x3fyw2f70IcGgKezcbXwk5nG4KngAuj1YGICL0dD0TT4fx+D+CvMc4L22fBd4b2+JYlEIpFI/jQpYJJch4BT55eYcmwCnZ/LJv69AmJ7L6BUp4BuQeDXARQyOJ1r7K7LyoO6erC0hP9Mh3NB8OQXUGIBAx3hoZ8g5+K9vimJRCKRSP4wKWCS3JCJRWeeWruakV9fpDSznjWdlpP4xX5wbAed/aGTL9i0hfzzcOQkJJ+GS5Vg1w6+exqSGsD3IJyIhI61EPUlVN7x2bsSiUQikbQ6KWCS3II5mhEfEJ0UjNNDRWwfH8/WZ/5DXUU9WLUBjZex1cmtvTFYSkyH46lQVAIBLpDWCzbkQBsdbBoNdodgzqfQICWnk0gkd1ZRUZG8KX+ZnZ1diIODQ3DT87q6uhZP4V26dGm73NzcVplFrtfreeONN9q3xrlboim5cEv2ffPNNx07duwY4OvrqwkPD/c5ffq0EiAtLc1Eo9H4+/n5aXx8fAL+/e9/X5P7ITIy0tvPz0/T9Pyll15yvvLvsWXLlsuLhR4+fFgVEhLi5+3tHaBWqzX19fVCSUmJ/Mp8dNbW1p2mTJnieifq4I+SAiZJi1i5jWX8/tn0mpvJqU2XWNN5Hvm/ZBpfNDOFjq7wcDD4eIDBAOk5xu66nAIY7gIlnvDiWdBFwjsjof2/4dMvjGOgJBKJ5A5o3769vml16fHjxxdHR0efb3p+vRQfN7J+/Xq7/Pz8VlkDwGAwsHz58nsWMN2Orl271iQlJaWkp6enDBgwoPyVV15xBfDw8NAeO3YsLS0tLeXIkSOpS5YscSooKLgcYK5bt86mbdu21/xzf+GFF4qa/h7Dhw+vAKivrxf+8Y9/dFi7du3Z06dPJ//0008ZCoVCtLOz01+5Wrijo2PDyJEjy+7e3V9LCpgkLSaTdyTyrU+Y8LMexEpie3zOz/O+wqBvTNEkl4OzPYQFQJAPtLGAs+caxzmdgXl2kG0GD1dD2WyYEATqZ+G774yz7iQSyd+KodKgqP622qUyrtK7+ttqF0OlodXWBly+fHm7oKAgfz8/P80zzzzjrtfr0Wq1DBkypINardb4+PgEvPvuuw5r1661SU1NNR87dqzX9VqmkpKSTB9++GG1r6+vRqPR+Kenp5vo9XomTZrk6uPjE6BWqzWffPKJDcCZM2eUoaGhvk0tMXv37rWYPn26a01NjdzPz08zdOhQz5uV+fnnn3f18vIKUKvVmqlTp7oA5OXlKfr06eMVGBjoHxQU5L9v3z4LgPLyctnw4cM9g4KC/P39/TUbNmywAqisrJT179+/o1qt1gwcOLBjfX19iz/3n3rqqUpLS0sRoEePHlXnzp0zAeMK5SqVSgSoq6uTGQwGwWAwfg6UlpbKVq1a5fDWW2+1KH3a5s2b2wYFBdV07dq1FsDJyUnXtMp3k+PHj5tVVVXJH3vsseqWlr01SAtXSm6TErfwd3n+9z18F72eA2/KyN6zgKGfT8fKzdq4iyCArZXxUVNnnE1XVALnL0JbS/jGAQ7qYbI3ZH8OA9dAaB9Q2xOYkwMRERATY8xnJ5FIHli1P9U6GkoNKszRGkoNqtqfah0tBloU3Onr/Pbbb2Y7duywPn78eKpSqSQqKspj7dq1tmq1ur60tFSRkZGRAlBSUiK3s7PTr1692mH58uW54eHh1yQDjoqK6vjPf/6zcOzYseU1NTWCXq8XYmNjbdLT01WpqanJhYWFiq5du2r69OlTuW7dunb9+vUrnzdvXpFOp6O6ulrWq1ev6o0bN9pdL+HtlfLy8hT79u2zyszMTJbJZJSUlMgBoqOj3WNiYooee+yx6vT0dJOBAwf6ZGZmJsfExDj37du3fMuWLTnFxcXyLl26+A8ZMqRi4cKF9tbW1vqMjIyU+Ph4Vc+ePS93k/Xr169jTk6OWfNrv/zyy0VTp04tvXLbmjVr7J544onypufp6ekmgwYN8s7LyzOdM2dOvpubmw5gxowZLq+++mqRubm5ofl516xZ4/j555/bde7cuXrlypX57dq106enp5uJokhERIRPWVmZYuTIkaVz5sy5KqdgXFyc7eDBg0tlsnvbxiMFTJI/xMyqD8M2dMK7/2v8d7orq0P+zVPrBuE/rOvVO5qbgY87dHA2ruVUeAFSssHZBOIdYZUSPpwMx4bBsSPYmJhA4SWoWQ4r5tybm5NIJHdFU7AkyAREc1FrKDXcgQRL19q1a1fbpKQki6CgIA0YW0VcXV0bhgwZUp6dnW02YcIEt4EDB5YPHTr0potLFhcXy8vKyhRjx44tBzA3NxcB8dChQ5ajR48uVSgUuLu767p06VJ56NAhi27dulW/+OKLHnV1dcKIESMude/evVarbVnqNQcHB71MJhOjoqI8BgwYUD569OhygPj4+LZZWVmXg5zy8nJ5VVWV8OOPP7bdv39/2/fff98JjF1dp0+fNomPj28zc+bMIoCIiIhaLy+vy0Hg7t27s1tSluXLl7dLS0szj42NzWva5uvr25CRkZFy5swZ5aBBg7zHjRtXdvr0aZPCwkKTsWPHlp86dcr0ynO8/vrrF95///1CQRB44YUXXF544QXXjRs3ntXpdMLRo0ctf/3111Rzc3MxIiLCt2vXrtUDBgy4PENo+/btths3bsxqUcW1IilgkvxhguBAyPjPcAt/ny1RGXw1fBcPTf6dvv/5ByYWJlfvrFAYB4a7OsLFS8aZdefzYEQBPNoeosyhdiAy00rQnoNvDLDi3tyXRCK5O2S2slpDqUElmotaalDKbGXXtOjcCaIoEhUVVbJs2bJrFoZLTk5O3rJli9Xy5csdNm/ebLNx48azNzuX0Dy/pvH81x1Q/tRTT1UGBQWlb9myxWr8+PEdX3nllXOTJk0qvd6+zZmamoqJiYmp27dvb7tp0ybbNWvW2MfHx2eKosjvv/+e2nxMliiKbNu2LSsgIOCahLLXKzO0rIVp8+bNbZctW9b+4MGD6dcbB9ahQwett7d33Q8//GCZl5enTExMtHBxcQnS6XRCaWmponv37uqEhISMphYogOnTp5eMGDHCC8DV1bWhe/fule3bt9cDPP744+VHjx41bwqYDh48aC6Xy8Xu3bu3ynvjdrRa+5YgCLGCIFwQBOHUFdsWC4KQJghCkiAI2wRBsG7c7ikIQq0gCL83Pla3Vrkkd5qArferTIyfTERMMsfXFbI2bD5Fv+ffYHcB7Gygkx+EasDBBmzOQQjgfwlqzKHIG6oi4fnpUH1Pu6wlEkkrUkWqzstsZbVNwZIqUnX+1kfdvv79+1fu2LHD9ty5cwowzqbLzMw0KSwsVBgMBiZOnFg2d+7cwpMnT5oDWFhYGCoqKuTNz2Nvb6+3sbHRNY0PqqmpESorK2U9e/as/Prrr210Oh15eXmKo0ePWvbo0aM6IyPDxM3NTfvaa6+VREVFlZw4ccK8KZ/clS1NXbt29c3Ly7uqAaOsrExWVlYmj4qKKl+1alVeSkqKOUBERETFwoUL7Zv2a5rx1rt374olS5Y4NG2Pj49XNe5fGRcXZwuQkJCgysrKutyKt3v37uwrB1Y3PZqCpZ9//tl8xowZ7jt27Djt5OR0OeDJyspS1tTUCE11efz4cQuNRlP3xhtvFF+4cCGpoKDg5L59+9K9vLzqEhISMgDOnj17eRD9l19+ae3r61sLMGzYsPJTp06ZV1VVCVqtlsOHD1sGBgbWNe27fv1622HDhrUoyGxtrdnC9CnwIRB3xba9wGxRFHWCICwEZgMxja9liaLYqRXLI2lFcpMwHn/vYzo+8TrbxlmyrttaHl/YnW4v9UWQ3WA2r6U5+HaADq7QsRSyTBAiL8FxS7jkBB9NhF1j4es3oFu3u3tDEomk1cnayHStMWapua5du9bOmjWrsHfv3mqDwYBSqRRXrlx5Vi6XM3nyZE9RFBEEgXnz5uUDjB8/viQ6OtrTzMzM0Lw154svvsiePHmy5zvvvONiYmIibt26NWvChAllv/zyi4W/v3+AIAji/Pnz811cXHRLly5tt2LFivYKhUI0NzfXb9y48QzAmDFjSvz8/AKCg4Orv/7665y8vDyTdu3aXTWrrLS0VD5kyBDvhoYGQRRF3n333TyAdevW5U6cONFdrVbb6fV6ITw8vDI8PDx30aJFhVOmTHFTq9Uag8EgeHh41O3bty8rJiameNSoUZ5qtVoTFBRUExAQ0OJvoa+99ppbbW2tfPjw4V4Abm5u9Xv37s06ceKEqn///q6CICCKIjNmzCgKDQ2tu9m5XnjhBdf09HQVgLu7e31sbOxZMM5sjI6OvhASEqKRyWT06dPnUtMMOoPBwM6dO2327t2b0dIytyZBbMXZSYIgeALfiqIYeJ3XhgIjRFF8+mb73UxYWJh49OjRO1DSe+fHH3+kV69e97oYd1RNyWd889wPpH/jjXe/Ngz+dAqWjpY3P+i3AlihQpshoHSrA486WOcCZTIQ3odZ9TBnFtyFbN/3kwfx/fFHSXVxtT9TH4IgHBNFMezOlggSExNzQkJCSu70eR9khw8fVsXFxbVbvXr1DZrlJXdTYmKiXUhIiOf1XruXQ84nAruueN5BEIQTgiD8JAjCI/eqUJI/z9zuWUZv/z+eXJFEzo+lrA5ezOndyTc/qJMDvFVN+fx0mFsPz+ohLhkGloM4ExZEQdDLkJ5+d25CIpFI7oLw8PBaKVj6a7gnLUyCIPwTCAOGiaIoCoJgCliKonhREIRQYDsQIIriNTMWBEGYAkwBcHR0DN20aVOrlf9uqKqqwtLyFq0vf1GCoMVGu574GZZcOOWIZ1Qb3P7RCZnJjeP0K+vDChk+mGJ5whrDIldkRRYYZJ+SPTmd/NF9jOOhHnAP8vvjdkl1cbU/Ux+9e/eWWpgkkuu4WQvTXZ8lJwjCs8BA4DGxMVoTRbEeqG/8/ZggCFmAGrimv00UxY+Aj8DYJfdXb6J/8LsZnsD/1+/YOzOW3z4Mpi41geEbp2DnZ3/dva+pD1EEdTGykExY54jsy/F4f1SM9y/r4LsJ4OJ8d27jHnnw3x8tJ9XF1aT6kEjurrvaJScIQj+Mg7yfEkWx5ort9oIgyBt/7wj4AC1aH0Jy/1OqBvDk8g8Z800K5XkVrHnoQ46tPUSLWjcFAZwd4JFAmNMAa1LB2wIS/wkdE2H1t61/AxKJRCL522vNZQU2AgmAryAI+YIgPIdx1lwbYG+z5QN6AkmCICQCm4FoURTvi2mEkjvFCd9BG5maZIN7RA7fTtnH1yNXU1vawqU1lApjnroxHWBDPkTnAU/A9F7Q7VMovdSKZZdIJBLJ312rdcmJohh1nc0f32DfLcCW1iqL5H4ho43zLJ75PoHD/57H/jceouDIIoZ9MR6Pnh1adgpLcwj1BfcyeDQT3nOBX/8BbidgpRae7XrLU0gkEolEcruk5LuSu06QdSfi9S94LiEXheoin/X+jD2vbmX3K7s5+cZJ9ry+h5qSmpucQAAHWximhq8rISYbZIEwsTP0+B4qbrociEQieUAVFRXJ/fz8NH5+fho7O7sQBweH4KbnzZPo3siIESM8ExMTTW+2z4IFC+xXrVple2dK/eecP39evmjRousPCr0LHB0dg5vy3N3KpEmTXD09PQPVarWmb9++XhcvXpQD/PDDDxa+vr4aPz8/ja+vr+aLL76wuvI4rVaLWq3WPP74415N2wYPHtzBxcUlqOnv++uvv15ekHPHjh1tfH19Nd7e3gEPP/ywGuDYsWNmTfv6+flpLCwsOs+fP/+26k1KjSK5R6xwDvuE549/zK6XdpHwvoCZtQ7nR4opSb3AoYW19Fk8+OankMuhowu8XQ99zsI8G9jfF9zzYFktPKu+O7cikUjuC+3bt9c3JbV95ZVXnC0tLfVz5869avVwg8GAKIrI5df/jN+8eXPOra4ze/bs4jtR3juhuLhYERsbaz9z5sz7pkw30r9//4pVq1blK5VKJk+e7PrOO++0X758eUG3bt1qT506laJUKsnJyVGGhoZqxowZk9j0N5ozZ46jr69vbW1t7VWNPO+9917euHHjrhqPcf78efkrr7zivmfPngwvLy9tQUGBAiA0NLSu6b2h1WpxdHQMGT169G2N5ZBamCT3kICJ5SQGx75L+84XaKgWyN7pROExHVl7fqOuvIUtRSpTeNQbvlbAvDQwcYQJPhCZCJf0tz5eIpHcG+dQMAUXHsWbKbhwrnW+xJ86dcrUx8cnYOzYse4BAQGa3NxcZVRUlEdgYKC/t7d3wGuvvebUtG9oaKjv4cOHVVqtljZt2nSaNm2ai6+vr6ZTp05+TR++L730kvPcuXMdmvafNm2aS1BQkL+np2fg3r17LQAqKipkffv29fL19dUMGjSoQ2BgoH9TGpMr7d+/36JTp05+vr6+muDgYL/KykpZVVWVMGzYME+1Wq3RaDT+u3btsgT49ddfVYGBgf5+fn4atVqtSUlJMXnttddccnJyzPz8/DTTpk1zuVEdaLVahgwZ0kGtVmt8fHwC3n33XQeAkydPmvbo0cMnICDAPywszDcpKckUIC8vT9GnTx+vwMBA/6CgIP99+/ZZABQWFirCw8N9NBqN/9NPP+1+O0sTDR8+vKIpNUz37t2rCwoKlABt2rQxNG2vrq6WAZcnBWVkZJjs37+/7cSJEy+25Bpr165tN3jw4DIvLy8tgIuLi675Plu3brXy8vKqa9qnpaSASXIf8KfDYzo8ehbjFFpIQ6WMC0lK/t1+Plui5pK5azcGXQsCH1srmKWGXfkw6BwcDAbPavj4XOvfgkQiuX1v40gGKuzRkoGKt3FsrUtlZWWZPf/88yWpqakpHTp00C5dujT/1KlTqampqckHDhxoe+zYsWuS0FZVVcl79epVmZ6enhIWFla1YsUKu+udWxRFTp48mTpv3ry8uXPnOgO89957Dg4ODtr09PSUN954oyg1NdW8+XE1NTXCuHHjOn744Ye56enpKQcOHMhUqVSGBQsWOJqYmIgZGRkpcXFxZ5577rkOdXV1wrJly+xffvnlorS0tJTExMRUT09P7ZIlSwo8PT3r0tLSUlauXHnDNDMHDx60KC0tVWRkZKRkZmYmR0dHXwSYNGmSx5o1a3KTk5NT58+fnz916lR3gOjoaPeYmJiiU6dOpW7evDkrOjraE2DmzJnOPXv2rExJSUnt379/RXFx8eX0C507d/a7stur6bFz5842zcvz6aef2vXr16+86fnevXstvL29A7p06aL54IMPchQKY+w8ffp0tyVLluQLgnBNZPZ///d/Lmq1WjNlyhTXpi7XjIwMs4sXL8q7dOniGxgY6L9y5cpruk43bdpkM3LkyNueWCZ1yUnuCz1i2nJoYSUFv6sIjS7A64kS0r+xI3mTI6c2HcGy/X6CntYRMr4zjsGDAOvrn0gmg9CO8FUDfPAbrAiCSU7wSR5sdoH20ncEieS+cRoVjmiRA45oOc01LTB3ipubW31kZOTlwZGxsbG269evt9PpdEJxcbEyKSlJ1TwfmpmZmWHUqFEVAKGhoTUHDx687kqhI0eOvAQQHh5e8+abb5oAJCQkWMbExBQBdO/evdbLy+uaKcEnTpwwc3Z2bujRo0cNQFM+uYSEBMvXX3+9CCAsLKzOwcFBm5ycbBoeHl61ePFip7Nnz5qMGTPmUmBgYH1L71+j0dRlZ2ebTZgwwW3gwIHlQ4cOrSgpKZEnJiZaNuWKA9Dr9QJAfHx826ysrMtBZHl5ubyqqko4cuRIm7fffjsT4JlnnrkUHR1tuOJ+0lpSlldffdXJwsJCP2XKlLKmbU888UT16dOnk48ePWo2ceJEz+HDh1d8/fXXVi4uLg3h4eG127dvvyroWrZsWb67u7u2vr5eGDNmjOc777zj+N577xXpdDrS0tIsfvrpp4zKykrZww8/7BcZGVkdEBBQD8Yg9cCBA9YrV6687dXVpYBJcl8wt4uhz+KFlJTEY2cXASzBu68dfd8vJPO/20mKq+DIB5Yk/Dsbx5DZhIyvJGhsAJbtBwBBQLPxnKYm8HpX6HfaOMZppz/46GBOFcywvWZ3iURyD3hTS0Zj0HQeJWpauM7I7VOpVJc/2E+ePGm6Zs0ax6NHj6ba2dnpBw8e3KG2tvaa/woKheJyq4ZcLhebgonmzMzMDM33aUlXlTHRxbWnvNGx06dPL42MjKzetm2bVd++fdXr1q074+bm1qJupfbt2+uTk5OTt2zZYrV8+XKHzZs323zwwQf51tbWuqaxPc3L0DzxcJPrtfaAsYWp+TgjgMWLF+cNGjSoEuA///mP3YEDB6wOHTp03TxXYWFhdUqlUjx+/LhZfHy85a5du2xcXFys6+vrZdXV1bJhw4Z5bt26NcfT01MLoFKpxAkTJpR8+OGHDgCurq5aV1fX8jZt2hjatGljCAsLqzp27JiqKWD66quvrEJCQqqcnJyu6aq7FenrtuQ+YQcs5tSp+cDixuegMHXGf+g0Rm/7N68Wvkb/D9XITRzY86oP77vU8cWTizi1KRJt7WRgG9Asm06QN3zlC29/Cy7V8KothJVB+m11XUskktYwh/OoqaW4MViaw/lbH/TnXbp0SW5hYaG3sbHRnz17Vvnzzz+3vdPX6N69e9XGjRttwDj2KDs7+5rWs9DQ0NqCggKTQ4cOmQOUlpbKdDodERERlevXr28HcPz4cbPi4mJlQEBAfUpKiklgYGD9W2+9deGxxx4rP3HihMrKykrfNO4HQKfT4ePjE9D8WoWFhQqDwcDEiRPL5s6dW3jy5Elze3t7vb29vTYuLs4aQK/Xk5CQoAKIiIioWLhw4eVZZE3jr7p161YZGxvbDmDDhg1WV177xIkTaWlpaSnNH03B0qZNm6xWrFjh+N///jfT3Nz8ctCVlpZmotPpLv+em5tr6uPj07B69er88+fPJxUUFJxct25ddkRERMXWrVtzAM6ePasE4yD+bdu2WWs0mlqAkSNHlsXHx1vqdDoqKipkv//+u0VgYODllsNNmzbZjho16g+t8yi1MEn+Mszt2tJ1ehRdp0NxajFJ6w+TtF7JligfTNvWoxn1CSHjX8U9whNB1h94EtCAQgFvPgUDEmF2AvzcF0KAV8rgHSu4SW47iUTSipzQ8RE3HHfTWiIiImp8fHzq1Gp1gLu7e31oaGjVnb7GrFmzLowcObKDWq3WBAUF1Xh7e9fa2tpeNRhTpVKJcXFx2dOmTXOvr6+XmZmZGQ4dOpQxa9asC+PGjfNQq9UahUIhrlu37oyZmZn46aefttu6dautQqEQHR0dG95///0COzs7fXBwcE3jtPvyWbNmnb9eC1V2drbJ5MmTPUVRRBAE5s2blw/w5ZdfZk2ZMsVj3rx5zlqtVhg5cuTF7t27165bty534sSJ7mq12k6v1wvh4eGV4eHhuYsWLSocMWJER41GYxMREVHp4ODQ4m+fr776qrvBYKBXr16+AF26dKlav3597p49e9oMHDiwvUKhEOVyubh06dKz9vb2Nx24OmLEiI7l5eVyURSFwMDA6uXLlxc0nrMuMjKy0tfXN0Amk/Hcc88VP/TQQ3UA5eXlsl9++aXtxo0bc1pa5iu1avLd1hYWFiYePXpNurm/FCkf1NVutz5Eg0jOjzkkxp0gZXMy2moD1h2qCR73GyHjkrD1tsAYOD0JPAp1Cpi9CnYPhrSO4FsNawwQec2YxPuC9P74H6kurvZn6kMQBCn5bivTarVotVrB3NxcPHnypGm/fv3UOTk5J5tmg7WW9evXWxcUFChnzZp13y8zcD+6r5LvSiR3kiAT6PBoBzo82oEnVwwkbVsaiXGJ/PwvC36e2wu38GqCx8cTMOozVDYGMOsJ/+kPYw7B9C2Q+SI8ag4TSmGRBdjedL06iUQiaZHy8nJ5ZGSkWqfTCaIosnz58rOtHSwBNF+XSHLnSAGT5IFhYmFC8DPBBD8TTEV+BUlfJJEUl8R30Rbsfqkvvk9pCXk2Aa++ryPvZoBf3WH7NvjXe/BxT9hdB/8shqMmcFoOagPMVYFT6/+Tk0gkDxY7Ozt9cnJy6r0uh+TOkQImyQOprWtbesT0IGJmBOeOnyMxLpFTG06RsvkRzO2fIGisjJDxx2g/dCfCsEhhkTyfAAAbA0lEQVTYMQymroVp9mBfByEFcMoE3qiDTxzu9e1IJH8VBoPBIMhksr/uWA/J35bBYBAAw41elwImyQNNEAScQ51xDnWmz5I+nN59mqS4JI6uSufIMn/sAx4hZLwFQUOO0PaALzx+GvLbwr6O0L4eyuvgYgXYtjHmsJNIJDdzqri4WGNvb18uBU2SvxKDwSAUFxdbAadutI8UMEn+NuRKOb6DfPEd5EttWS3JXyWTFJfEDzFn+WFWezo+/j5DA9JQWnggVJihvNAW4ZwZBNfBUwUwUQFBtmBmcq9vRSK5L+l0uklFRUXrioqKApGWrZH8tRiAUzqdbtKNdpACJsnfkspGRdjzYYQ9H8bFzIskrU8iaX0Sn1w8zLCObbGWW1Pmks9FZQIausLqEPhIhO6XYPR5GGEBjtbGlcUlEgkAoaGhF4Cn7nU5JJLWIAVMkr+9dj7t6D23N73e6UVstxVsPf8xFRfM0NUbB3s7WcURFHyBQM/HsIwfhvCSG8xtgIFF8KwIYTZgeU2aKIlEIpE8QKSASSJpJMgE3HqpKUm1xc3RnNKMxsVgRdibYMWepLNYKN4jws+GENMnUH0WgvAZEFYBI/JglBm42hgXypRIJBLJA0X6zy6RXKFHTA8OLTxESVoJrg+70iOmB+Z25tSW1pK1N4vTO9OI35nKnoodWHGA3q6+aE5HoIxxgwVa6F8C47TQ3RqsLKWB4hKJRPKAkAImieQK5nbm9Fnc55rtKlsVgaMDCRwdiGgQOXfiHJlrf+LotoPsKPsNL7x5ROiC25feCBtlEFIJQ/MgSgke7YzJgCUSiUTylyUFTBLJbRJkTUsVRBG5OoqarEKy5nzOse+/51tTH/wawumaEYblO+6wRIf4xEV4ug4hsi3YWkkDxSUSieQvqNX+cwuCECsIwgVBEE5dsW2xIAhpgiAkCYKwTRAE6ytemy0IwmlBENIFQejbWuWSSO40cy9nguJmMrToM6Z+E45v70846j6U71z/Tbo+E3GHHcIID+ipRP96LtrfcqCm9l4XWyKRSCS3oTW/6n4K9Gu2bS8QKIpiMJABzAYQBEEDjAECGo9ZKQiCvBXLJpHceYKA8PhjuOz9nF77P2fA5GpcA/qTOqg3ScGfUpFbj/x9TxSRbjCqiqolp7iUkInYoLvXJZdIJBLJLbRawCSK4s9AabNte0RRbPp0+AVwbfx9MLBJFMV6URTPAKeBrq1VNomk1Tk7w//9HxYJpwn4xysEu36OZT97Lrw6hAt+B9B/b43l64FYj3NBPyOfvKXxZG9Lora05l6XXCKRSCTXcS/HME0Evmz83QVjANUkv3GbRPLXplDAkCEwZAiyzEwc1qwB0xEwR6ROOwE+exGzlV64mrgjRJZx6bd0Thny0bdpg62VAXe5jjPZB3F8MgTz9m3v9d1IJBLJ35Ygiq2X7kcQBE/gW1EUA5tt/ycQBgwTRVEUBGEFkCCK4ueNr38M/FcUxS3XOecUYAqAo6Nj6KZNm1qt/HdDVVUVlpaW97oY942/Q33I6uux//FHXHZvo21wOuKjD0H8VMQvnkZWowK3WgyPlqIrEtDmydE6VpL/SCYlvVX3uuj31N/hvXE7/kx99O7d+5goimF3uEgSyQPtrgdMgiA8C0QDj4miWNO4bTaAKIoLGp9/D7wjimLCzc4fFhYmHj16tHUKf5f8+OOP9OrV614X477xt6uPEydg1So4uR5Gy0A1Gj6dBr+EIQoign0DhjY6tL6X+Mn+EFad3NGMCqSNc5t7XfK77m/33riFP1MfgiBIAZNEcpvu6vxmQRD6ATHAU03BUqNvgDGCIJgKgtAB8AF+vZtlk0juic6d4aOPYHcRyN+DtfEQ3IUadS4653IM5TJkWRaY7HKmz5kneOhCO85+8BMHpm3l90+PU1f+/9u79/CqyjPv49977+y9cw6EQAhnAoRwUEABERAIKFr1svagjmNb204ParW+nbHadtrxMNXRy6mj79updcbzjBWpttoRLTgqMkPKURFBDiIKoiiHcEhCEpKd+/1jLYbAoNFCsgL5fa5rXUmevdba93o4/XjW2s9TH/UViIh0Cm32DJOZPQ5MA4rMbAtwI8Gn4lLACxbMgLzI3a9w99VmNht4E2gCvufu6baqTaTDKSiAa66Bq6+GBQtIrP8j+7fNwPvvJP5hJsnsKuJre5FYUMaIzEHYpN00dtvOuttfYFej0X1SKYPPLSMjpanVRETaQpv97erulx6h+YFP2P9W4Na2qkfkuGAGU6eSGDuHxFonvbMv8QFrIX0bfHUXDJyOvXAR/uQlJF4sZ0T2YOyM3ezP286aZc9TG09SXDGE/lMGEItrgkwRkWNF/x0V6YhuuB7uuINdCx+h6JRJ8I0F8Mor8KtZUP9d7Mffg94zsbmX4L//Ism5wxiZNxibupuG1DbenP8cDdk59DprKD3HlGBa005E5KgoMIl0REVFcOedrGr5YO/w4XDllbB1Kzz5JNw7C9KXY3/3behxHvb8xfgfPk/q2e6M6DoEm7qb+uaPeHPOCtJd8+n7ueF0HVQY6WWJiByvFJhEjjclJcHzTtdcA1u2wG9/C79+AmKXYjdnQeEF2JyL8Tnnkfl0D4YXlWEVu6ire4+1zUuhR1f6njucnGJ9RF9E5NNSYBI5nvXpAz/4QbBt2hSGp1mQ+hL297mQ90VszkX4788m67c9GdpzKDZ9F3W7N7CeHcT7FNH3nGEk81JRX4mISIemwCRyoujfH667Ltg2boTZs+H+JyDnUey2LpD5JezZi/EnZpD1mxKG9KnDZuyidutq3ovvJlnak14zyogn9deCiMjh9DejyImotBR+9KNgW78+CE+PPQFdH8D+oQgyLoI/XIw/OoWcR3pROnAfNn0Xte+8zrZEDVnlvSmeWIrpk3YiIoACk8iJr6wMfvrTYFuzJghPT87CetwLd/QEvwSevgQeOJ2cB3ozYEhNMPK09HV4sYj4B1nUF9eT/EUB2SM63wzjIiLQzjN9i0jEhg2DG2+ElW/CPW/A3m/BQ3OwnIlwe3/4+fV47nr4dV9y/mYM2QtKyNyfSf7WPGI/2sOHz7/B/p3VUV+FiEi70wiTSGdkBiNHBtstt8Drr8MTT8DvniDW/074h0E03rOc2N4U8TdziQGptXn0bE7BqduoKV1DTY6TNaiY/JG9sWQi6isSEWlTCkwinZ0ZjB4dbLfdBsuXw+zZ1JavJ7WjF+lEHcmPukGTk7Egk9hz3cllENmDaomN30vzmI3s7r2LdGEW+Sf1IVnSFWIavBaRE4sCk4gcZAZjx8LYsSR/eRYNv7+d1LYS9pW9TfLMr5N8ew0MPR1qzqT5hbOw2acRe7yELok0nFSDjaum8eQPqO65j0SfbuQO74XlZAXnFRE5jikwicgRZW8vI/uqi2FQI1lvJ2DRFKi4AebNgxd+RUbxzXBlDvQ7G980laY5nyN53xAS9KFL3n5i46ph7EfUj9hNfTFkl5WQ7N0NdPtORI5DCkwicmTX3Ax3ZMPDa6G8HG64IViy5atfheZmWLkyCE9/nEts8XUkT7kWLu4DBeeRXj6N9ItnkXhpIJlAslcdsfHVMHYTtUN3471zySnriXXJg3g86isVEWmVApOIHFm4nt0RxWIHn3u6/nqorQ0WB543D/5tLon374MzgPHjaG46i4YXziQ5ZyLxp3uQHWuG8lpsXDXpU7ZSN7iO1KAiEr26QW62bt+JSIekwCQiRy8nB849N9gANm8OwtO8ecT+816yUrfBl5Iw8hwa35tO07wzyXpkGPFHepGd2UTs1Go4dQeNo/fSNNjIHFSMFeZDppZsEZGOQYFJRI69fv3gW98KtnQali0LAtTzc0ku+muSpc3w3Z409z6PfUunE//vCrIW9icBxIvqsXE1MPZ9GkZV43nZpP9vFuM2j2B3ry2aQFNEIqHAJCJtKx6H004Ltp/9DPbsgZdeCkafHppL7qYHYAwwfRQNfj5186eR89LpJJ4vIgV4l0YsK433qad5WwaNP9kDD6ahIA8y9PyTiLQPBSYRaV8FBfCFLwQbwIYNwejT3LmkXrqHVNOtcEYGzaefQ/W7M8l96jvE9qSwrZnEcFJr8+FrVfjwzTSOaCBjQjaxHgWQn6sAJSJtRoFJRKI1eHCwXXUVNDbCokUwdy6xP86jYNm17J46gdS23jR7I4mdhfh+x/4zh+Rz3UkCnt0Ew2vx4R/SNKKe+LQUscF5UJCrT+CJyDGjwCQiHUciAWecEWw//zns2EHy4QtpmHM3qR0l7Bu2luSUb5C9Yj0Np06hatM00q+eSt6GMeQvLyHh4Qzjfevw4VVhgMogNiEbChWgROTP12aBycweBM4Htrn7yLDtIuAmYBgw3t2Xhe0DgDXAuvDwRe5+RVvVJiLHiaIisqtHkX31JdT3qaHLpkx4phwGzyT13EJKXr0Z4k0wDuqnD2Zb1dnsX3EaeRvHU/hKfxJzu8NdQFYaL68lPWIfsTPixKZnwsBsBSgR+dTacoTpYeCXwKMt2lYBXwTuO8L+b7v76DasR0SOR+EEmjULF5I5aRLcE06gCVBXB0uXQmUlmQsX0q/ycdj9z3Ay1F3UlfeS09m3cjK5GyfR7b1B5L7eA/v3YBTKe9fTPGIPNtGITUvAhGxIaQ08ETmyNgtM7r4gHDlq2bYGwDQxnYh8WuEEmqvmz2fatGmHvpaVBVOmBBuAO6xbB5WVZC1cSGllJax9CgZD3eeyeavXGPauryB34zS67ymjy6IexOYFcz15ZhofWo2d5tiUDKjIhF4KUCIS6EjPMA00s9eAvcBP3f2/oi5IRI4zZsEyLuXl8M1vBm07dsCiRWQtXEhZZSUs+Ufo+nPqxmeyoX8523ecTs67Z1K8dyRFe4pJPJgH/xIEpeaSBmxsEzY5BiPj8FQ9bIhBWTPckgUlWhdPpLMwd2+7kwcjTM8eeIapRft84LoWzzClgFx332lmpwJPAyPcfe8Rzvkd4DsAxcXFp86aNavN6m8PNTU15ObmRl1Gh6H+OJT646Bj1RfW2Ejuhg0UrFpF/urVFKxaRappJ3XjMnm390A+SI8m+6OZlNSMprihhMzNXbEdSQDcnOb8BshKU19WzfK/XU9zsvmoa/pzHE1/VFRULHf3sce4JJETWocITEc47hNfP2Ds2LG+bNkn7tLhzT/SbYZOTP1xKPXHQW3WF+6waRMsXAiVlcHXt1ZSd3KKzX37syVzJLHqqUxecTmx5jixPUlsTwZgeLKZdHkNTePqic+Mk5iZAwWpdlkP72j6w8wUmEQ+ow5xS87MugNV7p42s1JgCLAx4rJEpDMwgwEDgu2yy4K2vXvJWryYoZWVDF24EJb+hO3DziC3ujv1PfaRua+AdCxNbWY1hR+VkHqwO/aAQWaa5uF7qR+6i30jakmPgazSbuQO6k4soU/kiRzP2nJagceBaUCRmW0BbgSqgP8HdAfmmNkKdz8bmALcYmZNQBq4wt2r2qo2EZFPlJ8PZ50VbADpNOu+cBXldiW51UXUFHzA2rxfMDH5GHumdGFnlxHE372AnDWTyd84lOxXB5ANkJWGk2pIn/w+VX12sLvbXhqTGcQL88gpLaLb0O4kc5JRXqmIfEpt+Sm5Sz/mpd8fYd+ngKfaqhYRkaMSj3PK0AT/vf5WdmTkUdSlmskDCold8AJdlyyh65IlsPQuKLgezgVG9qCh7lyalp1PYunpJJf0o5B+dM1uwkbVwJhqmnfuZseK9ez8sI7afU46lSJZ3IWuZUUUlReRU5yjTxSLdCAd4paciEhHl33DTcy84w5YuxbKyuGGcD6oGTMO7vT++7BkCSxZQmrJElKrvw5lNXBBMWTNwLZX4JXTsV+VEgOKcgfTbWQ18bH7YEw1DKyj6oNNbHrlDbZvrqW+0WjOziJ/QCFF5UUUDSsilZ/iT3f9iXUL17F/0n4m3zCZ7KLsqLpFpNNQYBIR+TTC+aA+Ue/ehy4s3NwczAsVhijW3Ic1XQnn9ICCCmK1M2D1FPjlIAC8Sw35J1eRd1IDI85ogAH1YLB3ez1b17zN6mdepWrrPvqPKqT0kiHs3w+L71pIxW1ntfHFi4gCk4hIW4nFYNiwYLv88qCtvh5WrAhD1IuQug2G7ofiaVhjBRkbpsOCIcG+3XfCaZvIHZWgtLw7ZRN6YHsT8HgxjS8maCjeQ3zcO9Fdn0gnosAkItKeMjNhwoRgO6CqCpYtC0LU4qsh9gHkjIJ4BVRWEHu2NzGAkg9oiuXi5jSV7IZ3kvSx/lFdiUinosAkIhK1wkKYOTPYIJgb6r33wgB1D7zyPmwuhPgk4h99CWtMwL4YjPiIVFU0E2eKdDYKTCIiHY0Z9OsXbF/+ctCWTsOaNdgPH4KtFcRzjUS6CbovAoZGWq5IZ6DAJCJyPIjHYeRIGPkoJMGr+kO3TVC2IerKRDoFLcUtInI8ueF6KHuLXemboeyt4GcRaXMaYRIROZ6E0xus0jqDIu1KI0wiIiIirVBgEhEREWmFApOIiIhIKxSYRERERFqhwCQiIiLSCgUmERERkVaYu0ddw5/NzLYDm6Ku4ygVATuiLqIDUX8cSv1xkPriUEfTH/3dvfuxLEbkRHdcB6YTgZktc/exUdfRUag/DqX+OEh9cSj1h0j70i05ERERkVYoMImIiIi0QoEpev8SdQEdjPrjUOqPg9QXh1J/iLQjPcMkIiIi0gqNMImIiIi0QoEpImbW18xeNrM1ZrbazK6NuqaomVnczF4zs2ejriVqZtbFzJ40s7Xh75HTo64pSmb2g/DPySoze9zMMqOuqT2Z2YNmts3MVrVoKzSzF8zsrfBr1yhrFDnRKTBFpwn4G3cfBkwAvmdmwyOuKWrXAmuiLqKDuAf4o7uXA6PoxP1iZr2B7wNj3X0kEAf+Itqq2t3DwDmHtf0IeNHdhwAvhj+LSBtRYIqIu29191fD76sJ/kHsHW1V0TGzPsB5wP1R1xI1M8sHpgAPALj7fnffHW1VkcsAsswsA8gGPoi4nnbl7guAqsOaPw88En7/CHBhuxYl0skoMHUAZjYAGAMsjraSSN0NXA80R11IB1AKbAceCm9R3m9mOVEXFRV3fx/4R2AzsBXY4+7zoq2qQyh2960Q/AcM6BFxPSInNAWmiJlZLvAU8H/cfW/U9UTBzM4Htrn78qhr6SAygFOAe919DFBLJ77dEj6b83lgINALyDGzr0RblYh0NgpMETKzBEFYeszdfxd1PRGaBFxgZu8Cs4DpZvbv0ZYUqS3AFnc/MOL4JEGA6qzOBN5x9+3u3gj8DpgYcU0dwUdmVgIQft0WcT0iJzQFpoiYmRE8o7LG3e+Kup4oufuP3b2Puw8geJj3JXfvtCMI7v4h8J6ZDQ2bZgBvRlhS1DYDE8wsO/xzM4NO/BB8C38ALg+/vxx4JsJaRE54GVEX0IlNAr4KvGFmK8K2n7j7cxHWJB3HNcBjZpYENgLfiLieyLj7YjN7EniV4NOlr9HJZrk2s8eBaUCRmW0BbgRuB2ab2V8RhMqLoqtQ5MSnmb5FREREWqFbciIiIiKtUGASERERaYUCk4iIiEgrFJhEREREWqHAJCIiItIKBSZpV2bmZvaLFj9fZ2Y3HaNzP2xmXz4W52rlfS4yszVm9vIRXiszs+fMbEO4z2wzK27rmtqSmV2ohaFFpLNTYJL21gB80cyKoi6kJTOLf4bd/wq4yt0rDjtHJjCHYEmTwe4+DLgX6H7sKo3EhYACk4h0agpM0t6aCCYd/MHhLxw+QmRmNeHXaWb2Sjhas97Mbjezy8xsiZm9YWaDWpzmTDP7r3C/88Pj42Z2p5ktNbOVZvbdFud92cx+A7xxhHouDc+/yszuCNv+DpgM/NrM7jzskL8E/uTu/3Ggwd1fdvdVZpZpZg+F53vNzCrC833dzJ42s/8ws3fM7Goz++twn0VmVhjuN9/M7jazyrCe8WF7YXj8ynD/k8P2m8zswfC4jWb2/RbX9ZWw71aY2X0HwqKZ1ZjZrWb2eniuYjObCFwA3BnuP8jMvm9mb4bvOevT/KKLiBzvFJgkCv8MXGZmBZ/hmFHAtcBJBDOkl7n7eOB+glmxDxgATAXOIwg1mQQjQnvcfRwwDvi2mQ0M9x8P/K27HzKCYma9gDuA6cBoYJyZXejutwDLgMvc/YeH1TgS+LgFhL8H4O4nAZcCj4S1HTjuL8NabgX2hYvu/gn4Wotz5Lj7ROAq4MGw7WbgNXc/GfgJ8GiL/cuBs8Pz3mhmCTMbBlwCTHL30UAauOzA+YFF7j4KWAB8290rCZbg+KG7j3b3twkWAh4TvucVH3O9IiInFAUmaXfuvpfgH/bvt7ZvC0vdfau7NwBvA/PC9jcIQtIBs9292d3fIlhSpByYCXwtXIJmMdANGBLuv8Td3znC+40D5ocLvjYBjwFTPkO9h5sM/BuAu68FNgFl4Wsvu3u1u28H9gAHRqgOv7bHw+MXAPlm1uWw874EdGsRROe4e4O77yBYmLWYYB22U4GlYX/MAErD/fcDz4bfLz/svVtaSbBsy1cIRgxFRE54WktOonI3wdpgD7VoayIM8eEiq8kWrzW0+L65xc/NHPr7+PC1fhww4Bp3n9vyBTObBtR+TH3W6hX8b6sJRrc+6/mO9toOd2C/ludNh+cy4BF3//ERjmv0g2slHdj/SM4jCI8XAD8zsxFhqBQROWFphEki4e5VwGyC22UHvEsw+gHweSDxZ5z6IjOLhc81lQLrgLnAlWaWgP/5JFtOK+dZDEw1s6LwGZ9LgVdaOeY3wEQzO+9Ag5mdY2YnEdziuuzA+wP9wto+i0vC4ycT3GLcc9h5pwE7whG8j/Mi8GUz6xEeU2hm/Vt532ogL9w/BvR195eB64EuQO5nvA4RkeOORpgkSr8Arm7x878Cz5jZEoJ/2D9u9OeTrCMINsXAFe5eb2b3E9xeejUcudpO8Mmvj+XuW83sx8DLBKMyz7n7M60cUxc+aH63md0NNBLcvroW+BXBM1VvEIykfd3dG4JyPrVdZlYJ5APfDNtuAh4ys5XAPuDyVmp808x+CswLw08jwfNVmz7hsFnAv4YPjv8F8EB428+Af3L33Z/lIkREjkd2cAReRDoqM5sPXOfuy6KuRUSkM9ItOREREZFWaIRJREREpBUaYRIRERFphQKTiIiISCsUmERERERaocAkIiIi0goFJhEREZFWKDCJiIiItOL/A/WsXxk3+s2tAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "j=list(range(1,11))\n",
    "plt.plot(j, test_costs1[29,:,0]/1501158, \"o\",markersize=4, alpha=0.6, color='blue', label=\"Test cost, seed=10\")\n",
    "plt.plot(j, test_costs1[29,:,0]/1501158, color=\"blue\")\n",
    "plt.plot(j, training_costs1[29,:,0]/3498842, \"o\",markersize=4, alpha=0.6, color=\"red\", label=\"Training cost, seed=10\")\n",
    "plt.plot(j, training_costs1[29,:,0]/3498842, color=\"red\")\n",
    "plt.plot(j, test_costs1[29,:,1]/1499313, \"o\",markersize=4, alpha=0.6, color='orange', label=\"Test cost, seed=123\")\n",
    "plt.plot(j, test_costs1[29,:,1]/1499313, color=\"orange\")\n",
    "plt.plot(j, training_costs1[29,:,1]/3500687, \"o\",markersize=4, alpha=0.6, color=\"yellow\", label=\"Training cost, seed=123\")\n",
    "plt.plot(j, training_costs1[29,:,1]/3500687, color=\"yellow\")\n",
    "plt.plot(j, test_costs1[29,:,2]/1501601, \"o\",markersize=4, alpha=0.6, color='green', label=\"Test cost, seed=1001\")\n",
    "plt.plot(j, test_costs1[29,:,2]/1501601, color=\"green\")\n",
    "plt.plot(j, training_costs1[29,:,2]/3498399, \"o\",markersize=4, alpha=0.6, color=\"purple\", label=\"Training cost, seed=1001\")\n",
    "plt.plot(j, training_costs1[29,:,2]/3498399, color=\"purple\")\n",
    "plt.plot(j, test_costs1[29,:,3]/1500311, \"o\",markersize=4, alpha=0.6, color='cyan', label=\"Test cost, seed=101010\")\n",
    "plt.plot(j, test_costs1[29,:,3]/1500311, color=\"cyan\")\n",
    "plt.plot(j, training_costs1[29,:,3]/3499689, \"o\",markersize=4, alpha=0.6, color=\"pink\", label=\"Training cost, seed=101010\")\n",
    "plt.plot(j, training_costs1[29,:,3]/3499689, color=\"pink\")\n",
    "plt.plot(j, test_costs1[29,:,4]/1501375, \"o\",markersize=4, alpha=0.6, color='violet', label=\"Test cost, seed=234567\")\n",
    "plt.plot(j, test_costs1[29,:,4]/1501375, color=\"violet\")\n",
    "plt.plot(j, training_costs1[29,:,4]/3498625, \"o\",markersize=4, alpha=0.6, color=\"magenta\", label=\"Training cost, seed=234567\")\n",
    "plt.plot(j, training_costs1[29,:,4]/3498625, color=\"magenta\")\n",
    "plt.xlabel(\"Number of Components\")\n",
    "plt.ylabel(\"Cost\")\n",
    "plt.suptitle(\"Cross Validation plot for NMF using Frobenius norm\", fontsize=14)\n",
    "plt.title(\"(7 cell identity programmes, 1 activity progamme, deloc=1.5)\", fontsize=10)\n",
    "plt.legend(bbox_to_anchor=(1.05, 1), loc='upper left')\n",
    "plt.grid(True)\n",
    "plt.show()"
   ]
  }
 ],
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